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" # $  coedge   % &   coedge   ' (   coedge  ) *  +  edge  ,4 -Ȼ3gs  . unknown ftreemeg attrib   z$]ftreemeg attrib  z$] face / 0 1  2  loop  3  cone surface  671@Iă*@@;f;f@lv? ?@  coedge  4 5 " 6   coedge  % % 7 8   coedge  9  : ;  coedge   9  6  coedge  < =  $ >  edge  ?͉ll@ @.?@Ճ(@ # A unknown  coedge   &   edge  Bڞ&? ,A @  C unknown  coedge  D E  ( F  edge  -/7,s"1 B47>) ' G unknown  coedge  H  I J +  coedge   K L M +  loop  N O  vertex   P vertex  ( Qstraight curve  lof;|/@Iă&@@;f?;f?@J`< J6,7 &@ftreemeg attrib  z$] face R S F  T  loop  U  cone surface  o-F@[nXE@@;f?;f濖@J`<??lv? @  coedge  V W 9 X   coedge  Y  W Z   coedge   Y < [   edge  @> @ \2)#@  ] unknown  coedge  L ^ 8 _  edge  Bܞ& ,n۬@ 7 ` unknown  coedge  " ! 3 X  coedge  a b ! ; c  edge  dn۬ ?ޞ&? : e unknown  coedge  f # 5 [ >  coedge  # g a h >  loop  # i  vertex  ; j vertex  [ kintcurve curve   surfintcur nubs C@yGk@Em&!@^ uh"@фc<#@Е$@ZYk<&@B'@O(@%q2e3@l#@? ?~ܧ2@6E[J$@hk~ƻM`C7.2@4D$@Bw]ϗy? dz&@ %(rR=?!Gek-1@ʕ^'@تZP&?vs0@ؑ=^'@ =?&gr S0@k'@kc?ƶ@0@>H'@DwgX?y7/@F4'@>V? dG.@ &'@L"?A)l.@(@ C ?m"-@(@ C ?P!-@ &'@L"?O,@ҥ U'@?9 l"? cone.@@?<?@? ?@ coneE@$@@lv@lv? ?@ nullbs nullbs    vertex  l mellipse curve  .@@@<?@?  coedge  n ' ^ l F  coedge  ' o p q F  loop  E 0 straight curve  ?@$@@?0f< Po4 @;c&@ coedge  N ) r s +  coedge  p t ) J u  edge  -qq 9 v-DT!? ) w tangent  coedge  * N x y +  coedge  z 7 * M _  edge  {܃2/ ,4 L . tangent  coedge  K H | } +  face ~  +   point  oQ~~Y$@b@@ point  lv,@$@@ftreemeg attrib  0z$] face  O  cone surface  ?@$@@?0f<lv@lv? @  coedge  1  coedge  3 b   coedge  3 4 Z   edge  \{J%@ dZ ]1@ 3 unknown  coedge  5 4   edge   \3d#? W tangent  edge  @oys? -DT!? < tangent  vertex  X intcurve curve   surfintcur nubs_ևWU5?_ևWU5@K @_ևWU5@Qi}!@(JF@H,ɹ@B @w p"@^]h5$@Y0u%@IC۽'@:$*@\+0,@(D.@; 3@g!@Dn@0}3@Rr> Oo"@&xn@,T RW3@f#@Ts3t@hC2@Y!$@'?2@NZ$@ `,?TlC72@}.%@V"M?fX01@(P%&@U"?2@m_1@p_&@JL7!F?W r1@M2'@.Q?f؈0@p(''@CS?K "E0@_LJ'@w1?{biW/@l'@#m?8jz4.@Q"'@4Ŵ?]-@M,ݓ(@ f(?%.,@qr'@tKL?[x+@ | '@tKL?< k#+@T'@ f(? )@?.'@4Ŵ? dJl)@n3&@#m?v_(@=kI&@w1? 8bc'@Jy%@CS?0V(&@Tkx&%@ .Q?\q &@XA$@@L7!F?kb%@$\η#@T"?l ^%@s#@X"M?'耹$@ڗ!@ `,?X%{$@&6"!@'?|Qo'%$@)+~@Ss3t@. $@4_@,xn@|S$@$4@Dn@'t5/? cone.@@?<?@? ?@ spherelv,@$@@@a}ؿG2k?? nullbs nullbs    coedge  7 D l _  loop  7 ellipse curve  .@@@0f<@?  coedge  : = h c  coedge  : V c  loop  :  vertex  ellipse curve  .@@<?@?  coedge  g < >  coedge  = f >  edge  `}3@ ?6@ a tangent  face  >   point  3@#@?Ƽ point  lv,@h0f'@>_]? edge  B47>) o֒@ ^ G tangent  point  3@#@@ coedge  o D F  coedge  E n F  coedge  t I E q u  edge   --DT!? E tangent  coedge  H s  edge  vȻ3gs? rqC0@ r tangent  coedge  I p u  loop  I   vertex  s ellipse curve  lv,@$@@;f?;f?@J`<? qq 9 -DT!? coedge  K y  edge  {-DT! lrL K unknown  coedge  L _  vertex   coedge  N }  edge  -DT! &|v? N unknown ftreemeg attrib  Oz$] face  u  cone surface  lof;|/@Iă&@@;f?;f?@J`<?lv? @ ftreemeg attrib  Sz$] loop  S sphere surface  $LC@$@@X}?I2k??  coedge  U 1  coedge  U 1  coedge  U  edge  -DT! |v? U unknown  coedge  V   edge  d:g%@ i)@2@ b tangent  coedge  W  intcurve curve   surfintcur nubs1s}!@5dG#@xn$@Y$y%@D7X'@Z(@~|*@tߞi+@@w,@@.@dAw/@D6ϯg0@1@i,h{1@T`bi2@@!J3@+d23@g4@{T6z5@S6@Dp7@G0-@'@"8?0h,@3ߟ'@r\?$D,@ '@?6f+@77V'@;?O*@}2'@da@.?w^L*@G;s4'@bQH?l)@A '@ݞ?5W(@&@gݴ?jB](@"--vF&@P&{?FL'@n!j%@ q?imޚ?'@c%@s`?7 F!&@U!e$@s`?ޕL&@]/e$@ q?(҉%@Zr#@P&{? S%u%@"89#@lݴ?V*$@MYZ?`"@ݞ?Č$@=!@bQH?E v$@9+O !@ca@.?PtU$@`Fə @;?\)<$$@y^܇w@? `x $@/ @*r\?o̽#@X5@Xk?N#@N@ MF?4y $@/@xV,i?~z $@Ӯ6@]~?~\KN$@yR@د$!'ahP}p o$@v@H#[{uy$@wk\n@Js8(?_$@[@!Lv? 0G;W%@_/[D@ODx?20'i%@Ԋ )@hf?#˦&@7/WX@RhG?k-e&@*) @ZU?&@P(}o @d!?mƠJ'@+M @N h?A(@cVD@ܢO?낞S(@zżR@ԾN?PXz)@sw@py> ?)$*@,@>>?7MT+@y@qUCk@Hχ+@kO 3@ݿ@?+@h@$SjO@x%R!)? cone.@@?<?@? ?@ cone671@Iă*@@;f;f@lv? ?@ nullbs nullbs    coedge  Y  edge  -DT!ٿ -DT!? tangent  vertex  ellipse curve  lv,@$@@;f;flvlv@<?  -DT!? vertex  ellipse curve  lv,@$@@??  -DT!? point  Wy%)@e'@'BŇ? coedge  ^ z _  face  _   coedge  a c  coedge  b c  face  c   point  oQ~~Y$@b@C7 coedge  f  edge  Iă; `}3 tangent  coedge  g  edge   -DT!? g tangent  vertex  straight curve  E@$@ 8kyu gm!A@ftreemeg attrib  iz$] face   cone surface  E@$@@lv@lv? ?@  vertex   coedge  n  edge  TUUUUU< -DT!? n tangent  coedge  o  edge  o֒ /7,s"1@ tangent  vertex  ellipse curve  lv,@$@@0f@?  -DT!? coedge  r  coedge  r  loop  r  vertex  } straight curve  67>+@$L*@@;f;f濕@J` & J6,7@ coedge   t   edge  -DT!ٿ v-DT!?  tangent  point  Y(@67>(@@ coedge  x   coedge  x z  loop     vertex  y ellipse curve  پ@@d! YBF<UUUUUUlv;f?  edge  {? $LF@ z  unknown  point  پ@B哩@ coedge   |  coedge  |    loop   ellipse curve  lv@Ͽ@;f;f.h(?lv? ftreemeg attrib  z$]sphere surface  lv,@$@@a}ؿG2k??  coedge   1  coedge      edge  I#O3t rof;|@  tangent  coedge  1  coedge    edge  -DT! lrL  unknown  coedge      coedge      loop    vertex    vertex   ellipse curve  dd&H@Ͽ@;f?;f4Ɉ<??lv?  coedge      coedge   edge  -DT! 7  unknown  vertex  straight curve  671@Iă*@;f;f t\k* >$}6A@ coedge      edge  !uZ{3 #.)m " tangent  coedge  #   coedge  # $  loop  % ellipse curve  lv,@$@@i^eP,@?  edge  ( &  ' tangent  point  lof;|$@lof;|,@@ point  lv,@0@@ edge  tof;| _ΙP@ ( tangent ftreemeg attrib  z$] face ) * +  , plane surface  I@@0f??0f<  coedge  - . /  edge  0;f0 j}3 1 tangent  coedge    edge  ? 0$LF@ 2 unknown ftreemeg attrib  z$] face 3  4 plane surface  E@0@  coedge  5 $  coedge  5 6 7  loop  8  vertex  7 9straight curve  E@0@@? gm!A 8kyu@ coedge  : ;  coedge  - <  loop  ellipse curve  $LC@$@@@?  -DT!? point  $LC@$@ftreemeg attrib  z$] face = >  ? sphere surface  $LC@$@@@j}?D2k??  point  $LC@$@@ coedge    coedge  @ A  vertex  Bellipse curve  $LC@$@@?0f<?  -DT!? coedge  C D E  coedge  C   loop  F straight curve  ?@*@@0f @;c& Po4@ edge  @ G.@ H tangent  point  lv,@*@@ coedge  I J  coedge  K   edge  L. v M tangent  edge  N (@ O unknown  face P F  Q  point  lv@N&Af?@ coedge  K   loop  * ellipse curve  lv,@$@@?i^eP,@?  edge  "2gx) 0@@ R unknown  coedge   . S  face T  U  point  @$B<ʟ/@ coedge    ellipse curve  $LH@@d! YBF<UUUUUUlv@<;f?  coedge  ` a b  edge  #2gx) c0@@ d unknown  coedge  ` e f  edge  @ g.@  h unknown  point  2 2xI@G&Af?@ point  I@$B<ʟ$}6A t\k*@ coedge  o p  edge  q (@ r tangent  face s m  t  vertex  p ustraight curve  lof;|$@lof;|,@2@? H0LB :`2@straight curve  o-F@[nXE@@;f?;f濖@J`< ۫>/ 6Ac/@ftreemeg attrib  z$] face v   w  loop  @ cone surface  $LC@$@@ i^?eP,@? @  coedge  x < /  coedge  a  S /  loop  a y  vertex  zstraight curve  ed&B@Iă'@;f;f? p&@ b/@straight curve  @? ftreemeg attrib  z$]plane surface  lv@N&Af?@;f;f.h(Iy-?  coedge  { |  coedge  } : 7 ~  edge  (   tangent  face  %    point  $LC@0@@ coedge  6  ; ~  edge   -DT!ٿ -DT!? :  tangent  edge   -DT!? -  tangent ftreemeg attrib  z$] face      plane surface  2 2xI@G&Af?2@;f?;f4Ɉ<N<  coedge  \ D A +  edge  2-DT!ٿ  -DT!? @  tangent  point  $LC@*@@ coedge     coedge  @  E +  edge  .   tangent  face  y    vertex   straight curve  lv,@*@@? ܈'" nēL8@ coedge   X J   edge  Lj}3? NF#O3t/@  unknown  coedge       vertex  J straight curve  Y(@67>(@@ nēL8 ܈'"@ vertex  J straight curve  lv@N&Af?2@ ftreemeg attrib  z$]plane surface  lv@N&Af?@;f?;f straight curve  @@UUUUUUUUUUUU?  edge  c7? 0-DT!?   unknown ftreemeg attrib  z$]plane surface  I@@d! YBF<UUUUUUUUUUUU<  point  $LH@@AE@ coedge     l  coedge  I   Y   edge  N @   unknown ellipse curve  $LC@$@@;f;f?@J`lv@lv@? }o8 -DT!? coedge        coedge   @  ] +  edge  @ .@   tangent  face       point  iD@87>(@@ coedge       coedge  . x  b /  edge  -DT! cد7M?   unknown  vertex  b straight curve  I@@  coedge     f   edge   g@   unknown  vertex   straight curve  2 2xI@G&Af?@? ellipse curve  lv@Ͽ@;f?;f?.h(<@lv?  point  @e? coedge        edge  !@ 2@   unknown  face       point  @@ coedge   { # p   edge  &-DT!ٿ q-DT!? o  unknown  vertex  | straight curve  lv,@0@2@ :`2 H0LB@ftreemeg attrib  %z$]cone surface  lv,@$@2@ i^eP,@? ?@  point  lof;|$@lof;|,@2@ftreemeg attrib  *z$]cone surface  lv,@$@@ i^eP,@? @  coedge  a -   /  face  i /    point  $LH@ coedge  o  5 |   edge  q`}3@ Iă;@ 5  unknown  coedge   6   ~  loop  :   vertex  7 straight curve  $LC@0@2@? H0LB :`2@ftreemeg attrib  8z$]plane surface  E@0@2@??  coedge  : }   ~  vertex  ; ellipse curve  $LC@$@@i^@eP,@? ellipse curve  $LC@$@@;f?;f?  -DT!?ftreemeg attrib  >z$] face  8 ~    loop   > plane surface  E@0@2@;f?;f? ellipse curve  $LC@$@@?i^?eP,@?  coedge    C    edge  }3? G\nXE:@ C  unknown  coedge  D \   +  vertex   straight curve  $LC@*@@ nēL8 ܈'"@ftreemeg attrib  Fz$]plane surface  lof;|*@*@@  edge  G-DT!ٿ L-DT!? K  unknown  point  lv,@*@2@ coedge   I K    loop    straight curve  lof;|*@*@2@;f;f  point  Y(@67>(@2@ point  lv@N&Af?2@ellipse curve  $LH@<@d! YBF?UUUUUU<lv @;f?  coedge  X o k    vertex   straight curve  lv@N&Af?2@;f;f?  coedge  e  [    edge  g lv,@ [  unknown  vertex   straight curve  iD@87>(@@? ܈'" nēL8@ftreemeg attrib  ^z$]plane surface  dd&`D@*@@;f;f?  coedge    `    edge  @ 2@ `  unknown  vertex   ellipse curve  dd&H@@Ͽ@;f;f?4Ɉ@@lv?  point  I@e? coedge   e     vertex   straight curve  K@@2@;f;f  point  2 2xI@G&Af?2@ edge   &lv,@ k  unknown straight curve  @? ftreemeg attrib  mz$] face  ^    plane surface  @2@;f;f?? ellipse curve  lv,@$@2@ i^eP,@?  point  lv,@0@2@ coedge    x    edge  j}3@ lv0@   tangent ftreemeg attrib  yz$]cone surface  ed&B@Iă'@@;f;f?@@lv? ?@  coedge  {  }   straight curve  (@0@2@?  edge  "-DT!ٿ  -DT!?   unknown  point  $LC@0@2@ coedge        edge   (@   tangent  point  ed&E@lof;|,@@ftreemeg attrib  z$]cone surface  $LC@$@2@?i^@eP,@? ?@  coedge       straight curve  dd&`D@*@2@  edge  "-DT!ٿ -DT!?   unknown  point  $LC@*@2@ellipse curve  lv,@$@2@? i^eP,@?  point  @2@straight curve  2 2xI@G&Af?2@;f;f?  point  iD@87>(@2@ coedge       straight curve  K@@?  point  K@@@ edge  j}3@ lv0@   unknown  point  K@@2@straight curve  @2@;f?;f? ftreemeg attrib  z$]plane surface  dd&`D@*@2@?? straight curve  E@0@@;f?;f b/ p&@@ vertex   ellipse curve  $LC@$@2@i^@eP,@? straight curve  ed&E@lof;|,@2@ :`2 H0LB@ellipse curve  $LC@$@2@? i^?eP,@? straight curve  E@0@2@;f?;f  point  ed&E@lof;|,@2@ End-of-ACIS-dataN< ????uACIS BinaryFile MegaCAD 2015 unfold  ACIS 25.0 NTSat Mar 14 18:35:53 2015?ư>|= 44YG2JZ6E9AB9T37FPT4876ETT7PBRG7UCBVMFCPX6A4CGAQUX884 body    lump    shell     face      ftreemeg attrib  z$] face    loop   cone surface  o-F@[nXE@@;f?;f濖@J`<??lv? @ ftreemeg attrib  z$] face       loop    cone surface  ?@$@@?0f<lv@lv? @  coedge       ftreemeg attrib  z$] face       loop   sphere surface  $LC@$@@X}?I2k??  coedge       coedge   !   coedge  " # $   coedge  % &  '  edge  (-DT! )|v? * unknown ftreemeg attrib  z$] face + , -  .  loop  /  cone surface  lof;|/@Iă&@@;f?;f?@J`<?lv? @  coedge  0 1 2 3   coedge  2  4 5  coedge   2 6 7  coedge  8 9   -  edge  : ;-DT!?  < tangent  coedge  "  0 =   coedge  > ?  ! @  edge  (I#O3t Arof;|@ B tangent  coedge    C D   coedge  E F  $ G  edge  H-DT! )lrL  I unknown  coedge  J  F K '  coedge   L > M '  loop  J N  vertex  M O vertex  K Pellipse curve  dd&H@Ͽ@;f?;f4Ɉ<??lv? ftreemeg attrib  z$] face Q R S  T  loop  9  sphere surface  lv,@$@@a}ؿG2k??  coedge  U V W X   coedge  1   =   coedge   0 Y Z   coedge     3  edge  [TUUUUU< \-DT!? 2 ] tangent  coedge  ^ C  5 S  edge  ;/7,s"1 [o֒@ 4 _ tangent  coedge  ` a  7 b  edge  \o֒ :/7,s"1@ 6 c tangent  coedge  9  d e -  coedge   8 f g -  vertex  h i vertex  5 jellipse curve  lv,@$@@0f@?  -DT!? edge  A}o8 [-DT!?  k tangent  coedge  l & M @  coedge  l m n @  loop  o  vertex  n pstraight curve   ܴ(G@$L@@;f;f?@J` 6Ac/ ۫>/@ coedge  4 q " D S  edge  [tof;| H_ΙP@ C r tangent  coedge  s # q t G  coedge  # u % K G  loop  u v  vertex  $ wellipse curve  $LH@@d! YBF<UUUUUUlv@<;f?  coedge  x % y z '  edge  )#2gx) {0@@ % | unknown  coedge  & x } ~ '  edge  (@ .@ > unknown  face  '   point  2 2xI@G&Af?@ point  I@$B<ʟ @  coedge  Y ? n  edge  A@ .@ ? tangent  face  v @   point  iD@87>(@@ coedge  C ^ E t S straight curve  o-F@[nXE@@;f?;f濖@J`< ۫>/ 6Ac/@ coedge  E U G  edge  ? H$LF@ q unknown  coedge  F G  face  G   point  $LH@@AE@ coedge  L J '  coedge  J z  edge  -DT! {د7M? J unknown  vertex  z straight curve  I@@  coedge  L ~  edge   @ L unknown  vertex  M straight curve  2 2xI@G&Af?@? ftreemeg attrib  Nz$] face   plane surface  2 2xI@G&Af?2@;f?;f4Ɉ<N< ftreemeg attrib  Rz$] face    loop  Y R cone surface  $LC@$@@ i^?eP,@? @  coedge  f U ^   edge  -DT! lrL U unknown  coedge  V  edge  Ȼ3gs? rqC0@ tangent  coedge  W  coedge  W  loop   vertex  X  vertex  ellipse curve  lv@Ͽ@;f;f.h(?lv?  coedge  Y ` ellipse curve  $LC@$@@?i^?eP,@?  point  $LC@$@@ point  $LC@*@@ edge  ܃2/ ;Ȼ3gs ^ tangent  coedge  a ` b  edge  . \ ` tangent  coedge  d a h  face  b   coedge  d  loop  d  vertex  ellipse curve  lv,@$@@?i^eP,@? ellipse curve  lv,@$@@;f?;f?@J`<? qq 9 -DT!? vertex  straight curve  lv,@*@@? ܈'" nēL8@ coedge  } l  edge   lv,@ l unknown  coedge  m  vertex  straight curve  iD@87>(@@? ܈'" nēL8@ftreemeg attrib  oz$]plane surface  dd&`D@*@@;f;f?  coedge  s G  vertex  t straight curve  @@?c! YBV<  coedge  u G  coedge  y u  edge  {7? -DT!? u unknown ftreemeg attrib  vz$] face   plane surface  I@@d! YBF<UUUUUUUUUUUU<  coedge  x  edge  @ 2@ x unknown  coedge  y  loop  y  vertex  ellipse curve  dd&H@@Ͽ@;f;f?4Ɉ@@lv?  point  I@e? coedge  }  loop   vertex  straight curve  K@@2@;f;f  point  2 2xI@G&Af?2@ftreemeg attrib  z$] face    loop  plane surface  E@0@2@;f?;f? ftreemeg attrib  z$] face   cone surface  lv,@$@@ i^eP,@? @ ellipse curve  پ@@d! YBF<UUUUUUlv;f?  coedge   coedge   loop  straight curve  67>+@$L*@@;f;f濕@J` & J6,7@ coedge   edge   (@  unknown  coedge     edge  "2gx) 0@@  unknown  face     point  lv@N&Af?@ point  @$B<ʟ(@@ edge  -DT!ٿ -DT!?  unknown  point  lv,@*@2@ coedge  straight curve  2 2xI@G&Af?2@;f;f?  edge  "-DT!ٿ -DT!?  unknown  point  iD@87>(@2@ coedge    G  point  پ@B哩@ coedge     edge  ? $LF@  unknown  coedge     vertex   ellipse curve  $LH@<@d! YBF?UUUUUU<lv @;f? ftreemeg attrib  z$] loop   plane surface  E@0@  coedge    coedge   straight curve  K@@?  coedge     edge  j}3@ lv0@  tangent  point  K@@@ coedge    !  edge  "j}3@ lv0@ # unknown  face $ o  %  point  K@@2@ftreemeg attrib  z$] face & ' (  )  loop  * cone surface  $LC@$@2@?i^@eP,@? ?@ ftreemeg attrib  z$]plane surface  lv@N&Af?@;f?;f  coedge  + ,  coedge  - .  coedge  + /  edge   0@ 1 unknown  vertex  , 2straight curve  lv@N&Af?2@  coedge  3   4  edge  د7M 5-DT!? 6 unknown  vertex   7straight curve  @@UUUUUUUUUUUU? ftreemeg attrib  z$]plane surface  lv@N&Af?@;f;f.h(Iy-?  coedge  + straight curve  dd&`D@*@2@  point  $LC@*@2@ftreemeg attrib  z$] face 8 9 :  ; cone surface  ed&B@Iă'@@;f;f?@@lv? ?@  vertex  , <straight curve  Y(@67>(@@ nēL8 ܈'"@ellipse curve  lv,@$@2@? i^eP,@? ellipse curve  $LC@$@2@? i^?eP,@?  coedge   =  4  edge  -DT! 7 > unknown  coedge  ? = @  coedge  ?   vertex  Astraight curve  @?  edge  ;f0 Bj}3  C tangent  point  $LH@ coedge  D E  coedge  F G  H  edge  B -DT!? I tangent  vertex  J Kstraight curve  E@0@@;f?;f b/ p&@@ coedge  L M N  coedge  D O !  edge  P"-DT!ٿ " -DT!? Q unknown  vertex  Rstraight curve  E@0@2@;f?;f ftreemeg attrib  z$]plane surface  dd&`D@*@2@?? ftreemeg attrib  z$] face S T U  V  loop  W plane surface  E@0@2@??  coedge  O D G J  coedge   ,  edge  j}3? F#O3t/@ X unknown  coedge  Y Z . [  edge  5@ 02@ - \ unknown  coedge  L Y ]  vertex  ] ^straight curve  lv@N&Af?2@;f;f?  point  lv@N&Af?2@ coedge  _  Z ` 4  loop   a  vertex  . bellipse curve  lv@Ͽ@;f?;f?.h(<@lv?  point  @e?ftreemeg attrib  z$] face c a H  d  loop  e  cone surface  E@$@@lv@lv? ?@  point  Y(@67>(@2@ coedge   _  @ 4 ellipse curve  پ@@d! YBF?UUUUUU<lv ;f?  coedge    f g  edge  h".)m@ i)@2@  i tangent  point  پ@ vertex   jstraight curve  ed&B@Iă'@;f;f? p&@ b/@ coedge  *   E  edge  " (@  k tangent  coedge  G  e l H  coedge   F * J H  loop  F 9 ellipse curve  $LC@$@@;f?;f?  -DT!? edge  m -DT!ٿ -DT!? * n tangent  point  ed&E@lof;|,@@ coedge  /  o p  coedge  q r  N (  edge  s`}3@ PIă;@ M t unknown  coedge   * q u  vertex  u vellipse curve  $LC@$@2@i^@eP,@?  point  ed&E@lof;|,@2@ftreemeg attrib  'z$] face w [  x  loop  y ' cone surface  lv,@$@2@ i^eP,@? ?@  coedge  r q z { ( straight curve  lof;|*@*@2@;f;f  coedge  | - / ] [  coedge  - | 3 ` [  loop  Z T straight curve  @?  edge  0 }lv,@ Y ~ unknown  point  @2@ coedge  = 3   4  edge  5uZ{3 #.)m Z  tangent  face   4    point  @@ftreemeg attrib  9z$]sphere surface  $LC@$@@@j}?D2k??  coedge  f z F l :  coedge   e ? g :  edge  B`}3@ hIă;@ ?  tangent  vertex  g straight curve  671@Iă*@;f;f t\k* >$}6A@ point  $LC@$@straight curve  ed&E@lof;|,@2@ :`2 H0LB@ edge  m B-DT!? e  tangent  vertex  u ellipse curve  $LC@$@@i^@eP,@?  coedge    L p U  edge  }-DT!ٿ s-DT!? L  unknown  coedge  W M O u (  coedge  M W   (  vertex  N straight curve  (@0@2@?  edge  m( P q  tangent  point  $LC@0@2@ftreemeg attrib  Tz$]plane surface  @2@;f;f??  coedge      U  coedge  e  W { :  edge  Iă; m`}3 W  tangent  coedge  Z Y   [  vertex  p straight curve  @2@;f?;f?  coedge    _    edge   h-DT!? _  tangent  vertex   straight curve  +@1@@;f?;f? >$}6A t\k*@ftreemeg attrib  az$] face  N    cone surface  671@Iă*@@;f;f@lv? ?@  coedge  z f   : straight curve  E@$@ 8kyu gm!A@ point  lv,@$@ellipse curve  $LC@$@@@?  -DT!? point  $LC@0@@ coedge  y o r  U  coedge  o y |  U ellipse curve  lv,@$@2@ i^eP,@?  edge  s (@ r  tangent  point  lv,@0@2@straight curve  $LC@0@2@? H0LB :`2@ coedge    y    edge  -DT!ٿ -DT!? y  tangent  vertex   straight curve  E@0@@? gm!A 8kyu@ edge  ( } |  tangent  point  lof;|$@lof;|,@2@ coedge        loop    ellipse curve  lv,@$@@;f;flvlv@<?  -DT!? point  lof;|$@lof;|,@@ftreemeg attrib  z$]sphere surface  lv,@$@@@a}ؿG2k??  edge  h -DT!?   tangent straight curve  lv,@0@2@ :`2 H0LB@ellipse curve  lv,@$@@i^eP,@?  point  lv,@0@@straight curve  lof;|$@lof;|,@2@? H0LB :`2@ellipse curve  lv,@$@@??  -DT!? End-of-ACIS-data<< ????&bACIS BinaryFile MegaCAD 2015 unfold  ACIS 25.0 NTSat Mar 14 18:35:53 2015?ư>|= 44YG2JZ6E9AB9T37FPT4876ETT7PBRG7UCBVMFCPX6A4CGAQUX884 body    lump    shell     face      ftreemeg attrib  z$] face    loop   cone surface  $LC@$@@ i^?eP,@? @ ftreemeg attrib  z$] face       loop    cone surface  lv,@$@@ i^eP,@? @  coedge       ftreemeg attrib  z$] face       loop   plane surface  lv@N&Af?@;f?;f  coedge       coedge   !   coedge   " #   coedge  $ %  &  edge  '"-DT!ٿ (-DT!?  ) unknown ftreemeg attrib  z$] face * + ,  -  loop  "  plane surface  lof;|*@*@@  coedge  . /  0   coedge  1  2 3  coedge   1  0  coedge  4 $   &  edge  5-DT!ٿ 6-DT!?  7 unknown  coedge    8 9   coedge  : ;  ! <  edge  ' =.@ > tangent  coedge  ? @  #   edge  A. ( " B tangent  coedge    @ C &  coedge   D : E &  loop   F  vertex  E G vertex   Hellipse curve  $LC@$@@0f? i^?eP,@? ftreemeg attrib  z$] face I J K  L  loop  M  cone surface  ed&B@Iă'@@;f;f?@@lv? ?@  coedge  N  O P   coedge   N 4 Q   edge  R. 6  S tangent  coedge    T U  coedge  @ ?  3   edge  5 V.@ 2 W tangent  coedge  X  / Q &  vertex  C Y vertex   Zellipse curve  lv,@$@@0f? i^eP,@?  coedge  [ \  9 ]  edge  ="-DT!ٿ A-DT!?  ^ unknown  coedge  _ % E <  coedge  _ [ ` <  loop  a  vertex  9 bstraight curve  iD@87>(@@? ܈'" nēL8@ coedge  2 " \ c   coedge  " 2 $ C   vertex  c dstraight curve  $LC@*@@ nēL8 ܈'"@ edge  5`}3? (ZnXE:@ @ e unknown  coedge  % f g h &  edge  'S}3? iH#O3t/@ : j unknown  face k l &  m  point  iD@87>(@@ point  $LC@*@@ftreemeg attrib  +z$] face n o p  q  loop  r + cone surface  E@$@@lv@lv? ?@  coedge  s t u v ,  coedge  / . w x   coedge  T y . P ]  edge  Rj}3? zF#O3t/@ . { unknown  edge  | 6lv,@ / } unknown  vertex  P ~straight curve  Y(@67>(@@ nēL8 ܈'"@ coedge  \ O 1 U ]  edge  V-DT!ٿ R-DT!? 1  unknown  vertex  U straight curve  lv,@*@@? ܈'" nēL8@ coedge  f 4 &  point  lv,@*@@ point  Y(@67>(@@ coedge  8 ; ` ]  coedge  8 T ? c ]  loop  ellipse curve  $LC@$@2@? i^?eP,@?  coedge  ; : <  edge   =lv,@ ; unknown  face  F <   point  iD@87>(@2@ edge  A}3? V\nXE:@ ? unknown  point  $LC@*@2@straight curve  lof;|*@*@@?  coedge  D X &  coedge  D h  edge   iw(@2@ellipse curve  lv,@$@2@? i^eP,@?  point  lv,@*@2@ coedge  w X  edge  | w  vertex  ? @straight curve  E@0@@? gm!A 8kyu@ edge  (   A tangent  point  $LC@0@@ point  $LC@$@ coedge    straight curve  ed&B@Iă'@;f;f? p&@ b/@ edge  B? $LF@ C unknown  point  $LH@ellipse curve  $LC@$@@;f?;f?  -DT!? edge   (@ D tangent  point  ed&E@lof;|,@@straight curve  K@@?  coedge  3    edge  6@ 2@  E unknown  coedge  < F  G  edge  !-DT!ٿ (-DT!? H unknown  coedge  3 F I   loop  3 J  vertex   Kstraight curve  @2@;f?;f?  point  @2@ vertex   Lstraight curve  @@UUUUUU  O  point  $LC@0@2@ point  ed&E@lof;|,@2@ edge  B-DT! $7 P unknown ftreemeg attrib  z$]plane surface  E@0@2@;f?;f?  coedge    Q ?  coedge  5   2  edge  R -DT!? 1 S tangent  coedge     4   edge  6uZ{3 R#.)m 3 T tangent  coedge   1  :  vertex   Uellipse curve  lv@Ͽ@;f?;f?.h(<@lv? ellipse curve  $LC@$@@i^@eP,@? ellipse curve  lv,@$@@??  -DT!? edge  ".)m@ Bi)@2@  V tangent  point  lv,@$@ coedge  Q   = G  edge  ( (@  W tangent  face X Y   Z  edge  R-DT!ٿ -DT!? Q [ tangent  point  lv,@0@@straight curve  $LC@0@2@? H0LB :`2@ vertex   \straight curve  @? straight curve  ed&E@lof;|,@2@ :`2 H0LB@straight curve  @?  coedge   Q  I G  loop  Q Y ellipse curve  lv,@$@2@ i^eP,@?  edge  R( !  ] tangent  face ^   _  point  lof;|$@lof;|,@2@ point  @e? point  lv,@0@2@ftreemeg attrib  *z$]cone surface  $LC@$@2@?i^@eP,@? ?@ ellipse curve  پ@@d! YBF?UUUUUU<lv ;f?  coedge  F < 0 ? G  vertex  I `ellipse curve  lv,@$@@;f;flvlv@<?  -DT!?straight curve  +@1@@;f?;f? >$}6A t\k*@ point  @@straight curve  671@Iă*@;f;f t\k* >$}6A@straight curve  lv,@0@2@ :`2 H0LB@ftreemeg attrib  >z$] face a J G  b plane surface  E@0@2@?? ellipse curve  lv,@$@@i^eP,@?  point  پ@straight curve  lof;|$@lof;|,@2@? H0LB :`2@ftreemeg attrib  Jz$]plane surface  @2@;f;f??  point  lof;|$@lof;|,@@ftreemeg attrib  Yz$]cone surface  lv,@$@2@ i^eP,@? ?@  End-of-ACIS-data<< ????VACIS BinaryFile MegaCAD 2015 unfold  ACIS 25.0 NTSat Mar 14 18:35:53 2015?ư>|= 44YG2JZ6E9AB9T37FPT4876ETT7PBRG7UCBVMFCPX6A4CGAQUX884 body    lump    shell     face      ftreemeg attrib  z$] face    loop   cone surface  ed&B@Iă'@@;f;f?@@lv? ?@ ftreemeg attrib  z$] face       loop    cone surface  E@$@@lv@lv? ?@  coedge       ftreemeg attrib  z$] face       loop   sphere surface  $LC@$@@@j}?D2k??  coedge       coedge      coedge  ! " #   coedge  $ %  &  edge  '-DT! (د7M?  ) unknown ftreemeg attrib  z$] face * + ,  -  loop  .  cone surface  671@Iă*@@;f;f@lv? ?@  coedge  / 0     coedge  1  2 3  coedge   1 4 5  edge  6 7-DT!?  8 tangent  coedge  !  9 :   coedge  ; <  =  edge  (7? >-DT!?  ? unknown  coedge    0 @   coedge  A B  # C  edge  Dj}3@ 'lv0@ " E tangent  coedge  F  B G &  coedge   H ; I &  loop   +  vertex  G J vertex   Kellipse curve  dd&H@@Ͽ@;f;f?4Ɉ@@lv? ftreemeg attrib  z$] face L M &  N  loop  O  sphere surface  lv,@$@@@a}ؿG2k??  coedge  P Q R S   coedge  0  T U   coedge   / ! @   coedge    V W  coedge  9 X  3 Y  edge  7`}3@ ZIă;@ 2 [ tangent  coedge  \ ]  5 ^  edge  _Iă; 6`}3 4 ` tangent  vertex  a b vertex  : cellipse curve  $LC@$@@@?  -DT!? coedge  d 2  : Y  edge  >;f0 7j}3 9 e tangent  coedge  f  % I =  coedge   g d h =  loop   i  vertex  : jellipse curve  $LH@<@d! YBF?UUUUUU<lv @;f?  edge  7 D-DT!? ! k tangent  coedge  l " m n C  coedge  " l $ G C  loop  " M  vertex  U ostraight curve  E@0@@;f?;f b/ p&@@ coedge  p $ q r &  edge  '@ s2@ $ t unknown  coedge  % p u v &  edge  w (0@@ % x unknown  point  K@@@ point  I@e?ftreemeg attrib  +z$] face y z C  { plane surface  2 2xI@G&Af?2@;f?;f4Ɉ<N<  coedge  | V } ~ ,  coedge  } .    coedge  . g   coedge  . S  edge  د7M -DT!? R unknown  coedge  m / U  edge  6 -DT!ٿ D-DT!? T tangent  coedge  O | 1 W ,  edge  Z _-DT!? 1 tangent  coedge  2 d Y  loop  9  vertex  3 straight curve  E@$@ 8kyu gm!A@ coedge  4 ^  coedge  4 a ^  loop  4  vertex  straight curve  E@0@@? gm!A 8kyu@ edge  6(  ] tangent  point  $LC@0@@ point  $LC@$@ coedge  X 9 < h Y straight curve  ed&B@Iă'@;f;f? p&@ b/@ coedge  ; =  coedge  < Q =  edge  ? >$LF@ < unknown  face  =   point  $LH@ellipse curve  $LC@$@@;f?;f?  -DT!? coedge  B A C  coedge  T A n  edge   D(@ A tangent  point  ed&E@lof;|,@@ coedge  H F &  coedge  F r  edge  s @ F unknown  vertex  G straight curve  K@@?  coedge  H v  edge  w w$}6A t\k*@ellipse curve  پ@@d! YBF?UUUUUU<lv ;f?  coedge   edge   0@@ unknown  coedge   edge  @ 2@ unknown  face    point  @e? point  @@straight curve  671@Iă*@;f;f t\k* >$}6A@ftreemeg attrib  z$]plane surface  E@0@  coedge   edge  `}3@ Iă;@ unknown  coedge   loop   vertex  straight curve  lv,@0@2@ :`2 H0LB@ftreemeg attrib  z$] face   plane surface  E@0@2@?? ellipse curve  lv,@$@@i^eP,@?  point  $LC@0@2@ coedge   vertex  straight curve  @@?c! YBV<  point  پ@ coedge  straight curve  E@0@2@;f?;f  edge  "-DT!ٿ  -DT!? unknown  point  ed&E@lof;|,@2@ coedge   coedge   loop  straight curve  2 2xI@G&Af?@?  coedge   edge   H#O3t/@  unknown  face     point  2 2xI@G&Af?2@ coedge     edge   H#O3t/@  unknown  face  i    point  2 2xI@G&Af?@ coedge   edge  (   tangent  point  lof;|$@lof;|,@@ coedge     face     coedge     edge   w|= 44YG2JZ6E9AB9T37FPT4876ETT7PBRG7UCBVMFCPX6A4CGAQUX884 body    lump    shell     face      ftreemeg attrib  z$] face    loop   cone surface  $LC@$@2@?i^@eP,@? ?@ ftreemeg attrib  z$] face       loop    cone surface  lv,@$@2@ i^eP,@? ?@  coedge       ftreemeg attrib  z$] face       loop   plane surface  dd&`D@*@2@??  coedge       coedge      coedge   ! "   coedge  # $    edge  %"-DT!ٿ & -DT!?  ' unknown ftreemeg attrib  z$] face ( ) *  +  loop  !  plane surface  E@0@2@??  coedge  ,  - .  coedge   , / 0  coedge  1 2   3  edge  4-DT!ٿ 5-DT!?  6 unknown  coedge    7 8   coedge  9 :  ;  edge  & <2@  = tangent  coedge  > ?  "   edge  @2 % ! A tangent  coedge  B  ? C   coedge   D 9 E   vertex  " F vertex  E Gellipse curve  $LC@$@2@i^@eP,@? ftreemeg attrib  z$] face H I J  K  loop  L  plane surface  dd&`D@*@@;f;f?  coedge    B M  coedge  N O  . P  edge  52 Q - R tangent  coedge  ? >  0   edge  S 42@ / T tangent  coedge  7  > U 3  coedge   V N W 3  loop  7 X  vertex  0 Y vertex  W Zellipse curve  lv,@$@? i^eP,@?  coedge  [ 1  8 3  edge  < -DT!ٿ @"-DT!? 7 \ unknown  coedge  ]  $ E ;  coedge   ] [ ^ ;  loop   _  vertex  8 `straight curve  ed&E@lof;|,@2@ :`2 H0LB@ coedge  / ! 1 U   coedge  ! / # C   vertex  U astraight curve  $LC@0@2@? H0LB :`2@ coedge  b # , M   edge  S`}3@ %Iă;@ ? c unknown  coedge  $ d e f   edge  &j}3@ glv0@ 9 h unknown  point  $LC@0@2@ point  ed&E@lof;|,@2@ftreemeg attrib  )z$] face i j k  l  loop  m ) plane surface  lof;|*@*@@  coedge  n o p q *  edge  Q-DT!ٿ S-DT!? B r unknown  coedge  s - 2 W P  coedge  - s b t P  loop  - u  vertex  M vstraight curve  lof;|$@lof;|,@2@? 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Z [   edge  \ \-DT!@ 6 ] unknown  edge  ^-DT!? ?q+plu@ 5 _ unknown  coedge  ` a $ ; b  edge  @3? ^-DT!? : c unknown  coedge  d % a e >  coedge  % f X g >  loop  % h  vertex  & i vertex  e jintcurve curve   surfintcur nubs@c?@c?p'@@c@ @p'@?@@c@>w@C@dY`|j?D@m3@Z0(?v|ʼD@\"R@W%%?, D@@@<-vFtq)>D@4ϕII@`چ;VXD@SVY% @涭r?}5D@ @L`f?i8D@-3!@DS_?t?D@A!@S֘?x{3{D@J@"@sS֘?|K BaD@x"@S_?:39>a(D@p#@L`f?ls D@^Wc#@涭r?2 4C@ť#@ۆ;V?ΧC@/ %#@<-vFΔC@a2$@⯁?@[,? coneC@@?<?@? ;f?;f?@ coneed&B@Iă'@@;f;f?@@lv? ?@ nullbs nullbs    vertex  k lellipse curve  C@@@<?@?  coedge  m ( n k F  coedge  ( o p q F  loop  r s straight curve  o-F@[nXE@@;f?;f濖@J`< ۫>/ 6Ac/@ coedge  N * t u ,  coedge  p v * J w  edge  .TUUUUU< x-DT!? * y tangent  coedge  + N z { ,  coedge  | Z + M }  edge  ~47>) -( 3 @ L / tangent  coedge  K H  ,  face  ,   point  A@$@@ point  $LC@$@@integer_attrib name_attribgen attrib  1  BohrsetPos rgb_colorst attrib  2? face    loop  2 cone surface  .@@?<?@? ?@  coedge  z 3  coedge  5 = g   coedge  5   coedge  L n 7 [ }  edge  BE;? - =G@ Z unknown  vertex  8 ellipse curve  C@@@<?@?  vertex  ellipse curve  C@@<?@?  coedge  a : b  coedge  : ` < e b  loop  : ellipse curve  C@@<?@?  coedge  < >  edge  @mjg j}3 a tangent  coedge  = >  edge  ;f0 ?  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N tangent ftreemeg attrib  Oz$] face  w  cone surface  ?@$@@?0f<lv@lv? @ ftreemeg attrib  R z$]integer_attrib name_attribgen attrib  S 2 BohrsetPosftreemeg attrib  Tz$] face  s   loop  T sphere surface  lv,@$@@@a}ؿG2k??  loop  2  coedge  U  coedge  z W 3  coedge  W  edge  4 Ȼ3gs unknown  coedge  X   coedge  Y   coedge  Y  edge  ^@ 6@ Y tangent ellipse curve  C@@@0f<@?  point  F@@@ point  C@$@< coedge  `  edge  `}3@ ^@ ` tangent  face  b    coedge  d >  coedge  d  edge   -DT!? d tangent  vertex  e straight curve  ed&B@Iă'@;f;f? p&@ b/@ coedge  f >  coedge  f  edge  7? -DT!? unknown  vertex  g ftreemeg attrib  hz$] face   cone surface  ed&B@Iă'@@;f;f?@@lv? ?@  vertex   coedge  m  edge  -DT! lrL m unknown  coedge  n }  coedge  o  edge  I#O3t rof;|@ tangent  vertex  ellipse curve  $LC@$@@;f;f?@J`lv@lv@? }o8 -DT!? coedge  r   edge  -DT! |v? r  unknown ftreemeg attrib  sz$]cone surface  o-F@[nXE@@;f?;f濖@J`<??lv? @  coedge   t    coedge  t     loop  t   vertex   straight curve  ?@*@@0f @;c& Po4@ coedge    v   edge  2-DT!ٿ x -DT!?  tangent  point  $LC@*@@ vertex  {  coedge  |  }  coedge  |  edge  ~ܞ& n۬@ |  unknown  face   }    point  3@#@@ coedge      coedge     loop   ellipse curve  lv,@$@@0f@?  -DT!?ftreemeg attrib  z$] face     sphere surface  $LC@$@@X}?I2k?? ftreemeg attrib  2z$]ftreemeg attrib  z$] loop   cone surface  671@Iă*@@;f;f@lv? ?@  coedge      coedge   U  coedge    U  coedge    edge  ͉ll@ .?@Ճ(@  unknown  coedge   edge  ~ڞ&? A @  unknown  coedge  !   coedge  "   loop  #  vertex  $straight curve  lof;|/@Iă&@@;f?;f?@J`< J6,7 &@ coedge  % &   coedge  '  edge  (? $LF@ ) unknown  edge  *n۬ ޞ&? + unknown  loop   vertex  ,straight curve  E@$@ 8kyu gm!A@ coedge  - . ftreemeg attrib  z$] face / 0  1  coedge  2 3 4  edge  j}3@ 5lv0@ 6 tangent  coedge  .  coedge  7 8  loop   vertex  8 9ellipse curve  $LC@$@@;f?;f?  -DT!? point  $LC@$@ coedge  :   edge  5-DT! د7M? ; unknown  coedge  <  loop  =  vertex  >ellipse curve  $LH@<@d! YBF?UUUUUU<lv @;f?  point  $LH@ftreemeg attrib  z$] face ? @  A cone surface  E@$@@lv@lv? ?@  point  $LH@@AE@ coedge  B  vertex  < Cellipse curve  $LH@@d! YBF<UUUUUUlv@<;f?  edge  D? $LF@ E unknown  coedge  F G  coedge  F   loop  H  vertex  G Istraight curve   ܴ(G@$L@@;f;f?@J` 6Ac/ ۫>/@ edge  @ J.@ K tangent  point  iD@87>(@@ coedge  <   coedge  L G   loop  @ ellipse curve  dd&H@Ͽ@;f?;f4Ɉ<??lv?  coedge  M N  coedge  O    edge  P. x Q tangent  coedge  R   S  edge  @ T.@ U tangent  face V h  W  point  lv,@*@@ coedge  O   loop   ellipse curve  $LC@$@@?i^?eP,@?  point  lv,@$@@ edge  D܃2/ 4 tangent ellipse curve  .@@@0f<@? ftreemeg attrib  z$] face X Y   Z plane surface  I@@0f??0f<  coedge   [  S  edge  -DT!ٿ \-DT!?  ] tangent  edge  qq 9 \-DT!? ^ tangent  face _  ` ftreemeg attrib  z$]cone surface  lof;|/@Iă&@@;f?;f?@J`<?lv? @  coedge  % a  b  coedge  c a d  coedge  c  e  edge  > @ f2)#@ g unknown  coedge   b U  coedge  -  e  vertex  e hintcurve curve   surfintcur nubs C@yGk@Em&!@^ uh"@фc<#@Е$@ZYk<&@B'@O(@%q2e3@l#@? ?~ܧ2@6E[J$@hk~ƻM`C7.2@4D$@Bw]ϗy? dz&@ %(rR=?!Gek-1@ʕ^'@تZP&?vs0@ؑ=^'@ =?&gr S0@k'@kc?ƶ@0@>H'@DwgX?y7/@F4'@>V? dG.@ &'@L"?A)l.@(@ C ?m"-@(@ C ?P!-@ &'@L"?O,@ҥ U'@?9 l"? cone.@@?<?@? ?@ coneE@$@@lv@lv? ?@ nullbs nullbs   ellipse curve  .@@@<?@?  coedge  # i j  coedge  # B k  coedge  " ! l m  point  oQ~~Y$@b@@ coedge  n  &  edge  *:g%@ (i)@2@ o tangent  coedge  p n q  vertex  rstraight curve  @?  vertex  & sellipse curve  .@@<?@?  point  3@#@?Ƽ coedge   t u  edge  v -DT!? w tangent ftreemeg attrib  z$] loop  x plane surface  lv@N&Af?@;f;f.h(Iy-?  coedge  y z { 4  coedge  y : | 4  loop  }  vertex  | ~straight curve  E@0@@;f?;f b/ p&@@ coedge   z 8   edge  v -DT!ٿ -DT!? 7  tangent  point  ed&E@lof;|,@@ coedge  L 3 |  ellipse curve  dd&H@@Ͽ@;f;f?4Ɉ@@lv?  edge  #2gx) 0@@  unknown  face     point  I@e?ftreemeg attrib  z$] face  }    sphere surface  $LC@$@@@j}?D2k??  coedge  p " k  point  I@$B<ʟ(@@? ܈'" nēL8@ coedge  :     coedge     N   edge  P}3? T\nXE:@   unknown  coedge        vertex  N straight curve  $LC@*@@ nēL8 ܈'"@ coedge  [    S  loop   Y  vertex   straight curve  lv,@*@@? ܈'" nēL8@ftreemeg attrib  z$]plane surface  lof;|*@*@@ ftreemeg attrib  z$] face   S   cone surface  $LC@$@@ i^?eP,@? @  coedge   R   S  vertex  j ellipse curve  lv,@$@@?i^eP,@? ellipse curve  lv,@$@@;f?;f?@J`<? qq 9 -DT!?ftreemeg attrib  z$]sphere surface  lv,@$@@a}ؿG2k??  coedge     d  edge  f{J%@ *Z ]1@   unknown  coedge       edge   f3d#? a  tangent  edge  oys? -DT!?   tangent  vertex  b intcurve curve   surfintcur nubs_ևWU5?_ևWU5@K @_ևWU5@Qi}!@(JF@H,ɹ@B @w p"@^]h5$@Y0u%@IC۽'@:$*@\+0,@(D.@; 3@g!@Dn@0}3@Rr> Oo"@&xn@,T RW3@f#@Ts3t@hC2@Y!$@'?2@NZ$@ `,?TlC72@}.%@V"M?fX01@(P%&@U"?2@m_1@p_&@JL7!F?W r1@M2'@.Q?f؈0@p(''@CS?K "E0@_LJ'@w1?{biW/@l'@#m?8jz4.@Q"'@4Ŵ?]-@M,ݓ(@ f(?%.,@qr'@tKL?[x+@ | '@tKL?< k#+@T'@ f(? )@?.'@4Ŵ? dJl)@n3&@#m?v_(@=kI&@w1? 8bc'@Jy%@CS?0V(&@Tkx&%@ .Q?\q &@XA$@@L7!F?kb%@$\η#@T"?l ^%@s#@X"M?'耹$@ڗ!@ `,?X%{$@&6"!@'?|Qo'%$@)+~@Ss3t@. $@4_@,xn@|S$@$4@Dn@'t5/? cone.@@?<?@? ?@ spherelv,@$@@@a}ؿG2k?? nullbs nullbs    point  lv,@h0f'@>_]? coedge    ! j   edge  \Ȼ3gs? rqC0@ i  tangent  edge  D-DT! lrL "  unknown  coedge    # m 0  edge  -DT! &|v? #  unknown  coedge   % ' q straight curve  671@Iă*@;f;f t\k* >$}6A@ coedge  ' B    edge  (-DT! 7 '  unknown  point  پ@ point  oQ~~Y$@b@C7 coedge    - u   edge  Iă; v`}3 t  tangent  vertex   ellipse curve  $LC@$@@@?  -DT!? coedge      0  coedge  3 2   4  coedge  7  2 {   edge   (@ 2  tangent  edge  5@ 2@ :  unknown  face   4    point  K@@@ coedge   7     loop  7  ellipse curve  $LC@$@@i^@eP,@? straight curve  I@@ ftreemeg attrib  =z$]plane surface  I@@d! YBF<UUUUUUUUUUUU< ftreemeg attrib  @z$]plane surface  2 2xI@G&Af?2@;f?;f4Ɉ<N<  point  پ@B哩@ coedge    F    edge   Jlv,@ F  unknown  vertex  G straight curve  2 2xI@G&Af?@? ftreemeg attrib  Hz$]plane surface  dd&`D@*@@;f;f?  edge  J"-DT!ٿ P-DT!? O  unknown  point  iD@87>(@2@ coedge    L    edge   @ L  unknown  coedge   M O    coedge  M  R    loop    straight curve  dd&`D@*@2@  point  $LC@*@2@ edge  T-DT!ٿ -DT!? R  unknown  point  lv,@*@2@ftreemeg attrib  Yz$] face      cone surface  lv,@$@@ i^eP,@? @  coedge   i [    edge  . \   tangent  point  Y(@67>(@@ coedge  a    intcurve curve   surfintcur nubs1s}!@5dG#@xn$@Y$y%@D7X'@Z(@~|*@tߞi+@@w,@@.@dAw/@D6ϯg0@1@i,h{1@T`bi2@@!J3@+d23@g4@{T6z5@S6@Dp7@G0-@'@"8?0h,@3ߟ'@r\?$D,@ '@?6f+@77V'@;?O*@}2'@da@.?w^L*@G;s4'@bQH?l)@A '@ݞ?5W(@&@gݴ?jB](@"--vF&@P&{?FL'@n!j%@ q?imޚ?'@c%@s`?7 F!&@U!e$@s`?ޕL&@]/e$@ q?(҉%@Zr#@P&{? S%u%@"89#@lݴ?V*$@MYZ?`"@ݞ?Č$@=!@bQH?E v$@9+O !@ca@.?PtU$@`Fə @;?\)<$$@y^܇w@? `x $@/ @*r\?o̽#@X5@Xk?N#@N@ MF?4y $@/@xV,i?~z $@Ӯ6@]~?~\KN$@yR@د$!'ahP}p o$@v@H#[{uy$@wk\n@Js8(?_$@[@!Lv? 0G;W%@_/[D@ODx?20'i%@Ԋ )@hf?#˦&@7/WX@RhG?k-e&@*) @ZU?&@P(}o @d!?mƠJ'@+M @N h?A(@cVD@ܢO?낞S(@zżR@ԾN?PXz)@sw@py> ?)$*@,@>>?7MT+@y@qUCk@Hχ+@kO 3@ݿ@?+@h@$SjO@x%R!)? cone.@@?<?@? ?@ cone671@Iă*@@;f;f@lv? ?@ nullbs nullbs    coedge    c    edge  -DT!ٿ -DT!?   tangent  vertex   ellipse curve  lv,@$@@;f;flvlv@<?  -DT!? vertex   ellipse curve  lv,@$@@??  -DT!? point  Wy%)@e'@'BŇ? coedge  i      loop  i   vertex  m straight curve  67>+@$L*@@;f;f濕@J` & J6,7@ vertex  k ellipse curve  پ@@d! YBF<UUUUUUlv;f?  coedge   l   0  coedge  l x p  0 ellipse curve  lv@Ͽ@;f;f.h(?lv?  coedge   n x   edge  "2gx) 0@@ p  unknown  vertex   ellipse curve  پ@@d! YBF?UUUUUU<lv ;f?  coedge   t     coedge  t      loop  t  straight curve  E@0@@? gm!A 8kyu@ edge  v(    tangent  point  $LC@0@@ coedge  x    0  edge  د7M -DT!? x  unknown  coedge    y    edge  j}3@ lv0@ y  unknown  coedge  z      vertex   straight curve  ed&E@lof;|,@2@ :`2 H0LB@ vertex  | straight curve  K@@? ftreemeg attrib  }z$] face      plane surface  E@0@2@;f?;f? straight curve  2 2xI@G&Af?2@;f;f?  point  2 2xI@G&Af?2@ellipse curve  $LC@$@2@? i^?eP,@? straight curve  K@@2@;f;f  coedge        coedge        face  H     vertex   ellipse curve  lv,@$@2@? i^eP,@? ftreemeg attrib  z$]plane surface  lv@N&Af?@;f?;f  coedge       straight curve  Y(@67>(@@ nēL8 ܈'"@ coedge        edge  uZ{3 #.)m   tangent  coedge        coedge        loop    ellipse curve  lv,@$@@i^eP,@?  edge  (    tangent  point  lof;|$@lof;|,@@ point  lv,@0@@ edge   (@   unknown  point  lv@N&Af?@ point  @$B<ʟ(@2@ coedge        loop    straight curve  +@1@@;f?;f? >$}6A t\k*@ coedge        face       vertex   straight curve  lof;|$@lof;|,@2@? H0LB :`2@ vertex   straight curve  lv@N&Af?2@  edge   @   unknown  edge  `}3@ Iă;@   unknown  vertex   straight curve  lv,@0@2@ :`2 H0LB@ftreemeg attrib  z$]plane surface  E@0@2@??  point  $LC@0@2@ coedge        vertex   straight curve  @?  point  @@ellipse curve  $LC@$@2@i^@eP,@?  coedge       straight curve  lof;|*@*@2@;f;f  coedge        face       edge  -DT!ٿ -DT!?   unknown ftreemeg attrib  z$]cone surface  lv,@$@2@ i^eP,@? ?@  point  lof;|$@lof;|,@2@ point  lv@N&Af?2@straight curve  lv@N&Af?2@;f;f? straight curve  (@0@2@?  point  lv,@0@2@ edge   lv,@   unknown  point  @2@ftreemeg attrib  z$]plane surface  @2@;f;f?? ellipse curve  lv,@$@2@ i^eP,@? straight curve  @2@;f?;f?  End-of-ACIS-data$.@D2.@K"A@?@$C@D2C@K"A@?@$I@@@@?@B$???2@? s5B"Schraubenloch M5N$???2@? ;ACIS BinaryFile MegaCAD 2015 unfold  ACIS 25.0 NTSat Mar 14 18:35:53 2015?ư>|= 44YG2JZ6E9AB9T37FPT4876ETT7PBRG7UCBVMFCPX6A4CGAQUX884 body    lump    shell     face       rgb_colorst attrib   ? face    loop   plane surface  U@@.<?? integer_attrib name_attribgen attrib     BohrsetPosftreemeg attrib   tz^ face       loop     cone surface  @U@@ 1<?@? ;f?;f?@  coedge       ftreemeg attrib   tz^integer_attrib name_attribgen attrib    BohrsetPosftreemeg attrib   tz^ face       loop  ! cone surface  @U@@/<?@? ?@  loop  "   coedge  # $ % &  coedge   ' (   coedge   ) *   coedge  + ,  -  edge  .$L /(z?  0 unknown  rgb_colorst attrib   ?integer_attrib name_attribgen attrib  1   BohrsetPos rgb_colorst attrib  2 ? face 3 4 5  6  loop  7  plane surface  [@@.<??  loop  8  coedge  ' ' 9 :   coedge  " " 8 ;   coedge  $  < =  coedge   # > ?  coedge  @ A  & B  edge  Cװ@ D#Z}_%@ % E unknown  coedge  ! !  (   edge  Fޞ&? /A @  G unknown  coedge  H I  * J  edge  F@ .@&Af@ ) K unknown  coedge  L  M N -  coedge   O P Q -  loop  O R  vertex  * S vertex  Q Tstraight curve  l?T@& 3@.;f;f濪k&  rgb_colorst attrib   ?integer_attrib name_attribgen attrib  U   BohrsetPosftreemeg attrib  V tz^ face W X Y  Z  loop  [ \  cone surface  @[@@ 1<?@? ;f?;f?@  coedge  ] ^ _ `   coedge  8 8 " ;  coedge  P a ! : b  edge  Fޞ& /n۬@ 9 c unknown  edge  d d-DT!@ 8 e unknown  coedge  f g # = h  edge  i-DT!? C|&/? < j unknown  coedge  k l $ ? m  edge  Dl0#@ i^8U)zj@ > n unknown  coedge  o % l p B  coedge  % q f r B  loop  % s  vertex  & t vertex  p uintcurve curve   surfintcur nubs>w@ ̦1*`<,U@/ %#@yZ-2feU@ť#@Z28tFT@dWc#@$U1ff`T@p#@e331Dڄ^T@z"@817BfT@L@"@ kL1ET@A!@ kL1T@-3!@81,@ AT@ @e3314ӣT@TVY% @$U1FGT@5ϕII@Z2^[T@v9t>@yZ-2~T@A*@>a2f1h}SYT@rYi"@mؼ1yT@P+F,@ 1(cUuT@l4@q`1\:DyT@N;"P@S1_[2AT@y b@@"1y:T@C@4413SкT@Z};. @`q0 RT@.H` @2i0HPT@ig8@pŃ^0aST@Nm@Ɖ40zT@\v@nϟ/B3-T@'yF!@9e!te/]T@ceU?BSh /P,? cone@U@@ 1<?@? ;f?;f?@ conel?T@& 3@(;f;f濪k&@lv? ?@ nullbs nullbs    vertex  * vellipse curve  @U@@.<?@?  coedge  _ ) a w J  coedge  ) x y z J  loop  { | straight curve  V@$@. ./A  coedge  O + } ~ -  coedge  y  + N  edge  9 *V9 .-DT!? + tangent  coedge  , L -  coedge  9 , Q b  edge  /(z? ϲ@ P 0 tangent  face  -   point  U@$@. point  -/ T@b@-ftreemeg attrib  2 tz^integer_attrib name_attribgen attrib  3  BohrsetPosftreemeg attrib  4 tz^ face    loop  4 cone surface  @[@@/<?@? ?@  loop    coedge  5  coedge  ^ 7   coedge  7 ]   coedge  { H 7 ` J  edge  I1 * _ K unknown  coedge  9 H w b  loop  9 ellipse curve  @U@@. ./A<@?  vertex  ; ellipse curve  @U@@0<?@?  coedge  g < A r h  coedge  < f h  loop  <  vertex  ellipse curve  @U@@2 ./A?@?  coedge  > m  coedge  > @ p m  loop  > ellipse curve  @U@@2 ./A?@?  coedge  @ B  edge  D ~ϲ@ l tangent  coedge  A B  edge  $L C2r f tangent  face  B   point  ߛU@#@2 point   |T@6B&F@2 point  @V@#@. edge  * F@ a K tangent  coedge  I { J  coedge   M I z  edge  . -DT!? I tangent  coedge  x _ J  face  R J   coedge  L ~  edge  ϲ $L@ } tangent  coedge  M y  loop  M  vertex  ellipse curve  U@$@(;f;f濪k&lvlv@?  coedge  O  edge   -DT! -DT!? unknown  coedge  P b  vertex  ftreemeg attrib  Rtz^ face   cone surface  l?T@& 3@(;f;f濪k&?lv? ?@  rgb_colorst attrib  V ?integer_attrib name_attribgen attrib  W 4 BohrsetPosftreemeg attrib  Xtz^ face  h   loop  X plane surface  Q@@2 ./A< ./A  loop  4  coedge  ] Y  coedge  [  coedge  \ 5  coedge  \ 5  coedge  \  edge  װ@ "Z}_%@ unknown  edge  E;п Xzk@ ] unknown  coedge  ^  edge  aÆ' NkfF unknown  vertex   vertex  w  coedge  a b  face  b   point  V@@0 coedge  g  edge  i@ @&Af@ g tangent  point  @U@$@2 coedge  k m  coedge  k  edge  @1 i@ k tangent  coedge  l m  face  m   coedge  q o B  coedge  o  edge  -DT! -DT!? unknown  vertex  straight curve  l?T@& 3@2;f;f濪k& z x6 n(6@ coedge  q  edge  [A9 -DT!? q tangent  vertex  ftreemeg attrib  stz^ face     cone surface  l?T@& 3@(;f;f濪k&@lv? ?@  coedge    x   edge  @&Af I1@  tangent  vertex  ellipse curve  U@$@(? ./A<?  coedge    {   edge   -DT!? {  tangent ftreemeg attrib  |tz^cone surface  V@$@( ./Alv@lv? ?@  coedge   }   coedge  }    loop  }   vertex  straight curve  gf÷S@$LA!@(;f?;f?k&<  coedge       edge  ,-DT!ٿ  -DT!?  tangent  edge  @ 2@  tangent  point  54#KT@:7>(@( coedge     coedge    loop  ellipse curve  lR@L$?(;f?;f??lv?  coedge     b  edge  >    unknown  point  lR@L$?.ftreemeg attrib  tz^ face      sphere surface  U@$@(@X}ؿI2k??  rgb_colorst attrib  4?ftreemeg attrib  tz^ face ! |  "  coedge  # $  coedge   coedge  Y  edge  % %-DT!@ & unknown  edge  -DT!? n+plu@ ' unknown  edge  3? -DT!? ( unknown  coedge  ) $ *  coedge  + ,  loop  -  vertex  . vertex  * /intcurve curve   surfintcur nubs@c?@c?p'@@c@ @p'@?@@c@>w@H` @2i0ͬ\(/[@t};. @bq0ĕ[@H>C@641 R[@ m3@{{^61>e[@`"R@]Ӗn1z [@a2f17e[@9t>@xZ-2}[@>ϕII@Z2j,\[@XVY% @$U1Կ[@ @e331N4[@-3!@81h`[@A!@ kL1v<Ƚ[@O@"@ kL1%{[@"@810[@p#@e331 6[@gWc#@$U1\d[@ť#@Z2՟JS[@/ %#@yZ-2DogJC[@a2$@>̦1n\,? cone@[@@ 1<?@? ;f?;f?@ cone2 2x`Z@I,@';f;f?k&@@lv? ?@ nullbs nullbs    vertex  0ellipse curve  @[@@.<?@?  coedge  1 2  coedge  3  4  loop  1 straight curve  2 2x`Z@I,@.;f;f?k&  point  dd&`[@$@. point  @Z@$@. coedge   2 b  edge  E;?  =G@ 5 unknown ftreemeg attrib  tz^ face 6 7 8  9 plane surface  Q@@. ./A< ./A  coedge  : ;  loop  < = straight curve  V@$@2 ./A C^]8 ᇼ+@ coedge  > , m  coedge  < # ?  vertex  @ coedge  > A B m  coedge    edge   @ C=@ D unknown ftreemeg attrib  tz^ face E F  G  coedge  H I J  edge  |ϲ $L@ K tangent  coedge   H L  vertex  L Mellipse curve  lR@L$?(;f?;f?@lv?  point  lR@L$?2 coedge  N O  coedge  ;  loop   vertex  P Qellipse curve  U@$@(;f;f濪k&lvlv@? [A9 -DT!? point  U@$@2ftreemeg attrib  tz^ face R S T  U sphere surface  U@$@(@X}ؿI2k??  coedge  V W X   coedge  V  Y   loop  Z  vertex  X [straight curve  V@*@(? ./A<  point  U@*@( coedge   4   coedge   \ ]   loop  ellipse curve  dd&`[@$@( ./A@?  coedge  ^ _  coedge  `   edge  @ a2@ b unknown  face c  d  point  gfgR@* 3 @( coedge  `  Y   loop  e ellipse curve  U@$@(i^eP,@?  vertex  f gstraight curve  54#KT@:7>(@2?  coedge  h i  coedge  j k  coedge  l m b  coedge  j n  o  edge  p`E   q unknown  vertex  rstraight curve  Q@@.;f;f?k& ftreemeg attrib  tz^ face s t u  v sphere surface  dd&`[@$@'@X}?I2k?? ftreemeg attrib  tz^cone surface  2 2x`Z@I,@';f;f?k&??lv? ?@  coedge  $ ?  coedge  # *  vertex  wellipse curve  @[@@0<?@? ellipse curve  @[@@2 ./A?@? ellipse curve  @[@@2 ./A?@?  coedge  x y z  edge  d\1 {NkfF $ | tangent  coedge  x } ~  edge  c92 Q5" | tangent  face  =    point  Q#[@7B&F@2 point   dnd[@#@2 point   50t\@b@. coedge  3    edge  c92 aÆ' tangent  coedge  1    edge   -DT!?  tangent ellipse curve  @[@@. ./A<@? ftreemeg attrib  tz^ face  - o    loop   plane surface  @]@2;f?;f  coedge  <    edge   -DT!?  tangent  coedge  :    face  s    coedge    m  edge  {I1 @1 # tangent  point  @[@$@2 coedge  n j B o  edge  C D@ A  unknown  vertex  straight curve  Q@@2;f?;f ftreemeg attrib  tz^ face     plane surface  Q@@2;f;f?  coedge   L J  coedge    P J  loop   straight curve  0S@%@(;f?;f?k&< n(6 z x6@ edge  @ 2@ H  unknown  point  Q@@( coedge    O   edge  -DT!ٿ  -DT!? N  tangent  edge  @ 2@ I  tangent  point  lT@qof;|,@(ftreemeg attrib  tz^ face       loop    sphere surface  dd&`[@$@'@X}?I2k??  coedge        coedge  \   X   edge  @ 2@   tangent  edge  2    tangent  face  e     point  dd&`[@*@( coedge   W  ]   edge   -DT!ٿ ,-DT!? \  tangent  coedge   h  _   edge  aJ#O3t9 L /* ^  unknown  coedge     f   vertex  i straight curve  gfgR@& 3 @2? ftreemeg attrib  tz^plane surface  gfU@$L+@2;f;f??  face       edge  -DT!ٿ -DT!?   unknown  point  54#KT@:7>(@ coedge  ^   i   edge  a8@ =@   unknown  coedge  A   k o  edge  C @   unknown  coedge     m 8  edge  ك2/ p H, l  unknown  coedge   A   o  loop   7  vertex   straight curve  R@. ./A  point  @S@.ftreemeg attrib  tz^ face  Z     loop    plane surface  I<^@* 3 @2;f?;f?  point  \@@0 coedge  + )    coedge    ) z T  edge  { -DT!? )  tangent  vertex  * straight curve  2 2x`Z@I,@2;f;f?k& }m@ \(@ coedge    + ~ 8  edge  -DT! -DT!? }  unknown  vertex  , ftreemeg attrib  -tz^cone surface  2 2x`Z@I,@';f;f?k&@@lv? ?@  coedge  l  1  8  edge  -DT! -DT!?   unknown  vertex    coedge    3  u  edge  PkfF@ c92@   tangent  vertex  ] ellipse curve  dd&`[@$@';f?;f濪k&<? ftreemeg attrib  7tz^plane surface  @S@2  coedge      8  coedge    :    edge  @&Af I1@   tangent  vertex  O ellipse curve  U@$@(? ./A<?  -DT!? coedge   y <  T  edge   {-DT!? <  tangent ftreemeg attrib  =tz^cone surface  V@$@( ./Alv@lv? ?@  coedge  }  >  8  edge   Ȼ3gs?   unknown  vertex  B straight curve  @S@2?  point  @S@2ftreemeg attrib  Ftz^ loop   F plane surface  \@0@??  coedge  I H   J  coedge   N I P   face  J    vertex  L straight curve  Q@@2?  coedge  N      loop  N  ellipse curve  U@$@(i^eP,@?  vertex   straight curve  lT@qof;|,@2? :`2 H0LB@ftreemeg attrib  Stz^ face       loop   S plane surface  ^@@2;f?;f?  coedge    V    edge  Iă; }3   unknown  coedge  W      loop  \ t  vertex   straight curve  dd&`[@*@2?  vertex   straight curve  U@*@2 ftreemeg attrib  Ztz^plane surface  \@*@2??  coedge   \    ellipse curve  dd&`[@$@'i^?eP,@?  coedge   ^ ` f  straight curve  hfV@ed&`5@;f?;f?  point  gfgR@& 3 @ftreemeg attrib  etz^cone surface  U@$@2 i^eP,@? ?@ ellipse curve  U@$@ i^eP,@?  coedge  h     straight curve  @S@;f;f? straight curve  @S@2?  coedge   l n  8 straight curve  Z@$.;f;f濩k&  edge   p@ n  unknown  point  @]@-ftreemeg attrib  ttz^cone surface  dd&`[@$@2? i^?eP,@? ?@  coedge    x    edge  PkfF@ c92@   tangent  coedge  y    T  vertex   ellipse curve  dd&`[@$@';f?;f濪k&<?  -DT!? point  dd&`[@$@2 coedge   }   8  vertex   ellipse curve  2 2x]@L$?';f;f?@@lv?  point  2 2x]@L$?2 vertex   ellipse curve  2 2x]@L$?';f;f???lv?  point  2 2x]@L$?. coedge      u  coedge      u straight curve  I(@' coedge      8  edge  2    unknown  coedge        coedge        loop     vertex   straight curve  V@0@(? ./A< ᇼ+ C^]8@ point  U@0@(ellipse curve  dd&`[@$@( ./A@?  -DT!?straight curve  @]@2;f?;f?  point  @]@2 coedge        edge   Y(@   unknown  coedge       ftreemeg attrib  tz^plane surface  T@0@2;f;f??  point  Q@@ edge  2    tangent  face       edge  "-DT!ٿ -DT!?   unknown  point  lT@pof;|,@ftreemeg attrib  tz^ face       loop    cone surface  dd&`[@$@2? i^@eP,@? ?@  coedge       straight curve  \@*@?  edge  -DT!ٿ -DT!?   unknown  point  dd&`[@*@ point  U@*@ edge  2    tangent  coedge       straight curve  @]@2?  coedge        coedge       straight curve  p[@@2@';f?;f濪k&< \( }m@@ coedge        edge   -DT!ٿ 2-DT!?   tangent  point  2 2xp\@pof;|,@' edge  @ 2@   unknown  point  ^@@' point  I<^@, 3 @' coedge      u  coedge        edge   @   unknown  vertex   straight curve  I<^@$ 3 @2  coedge        coedge        edge  @ !2@  " tangent  point  dd&`[@0@( edge  $L |ϲ@  # unknown straight curve  Q@@;f?;f?  vertex   $straight curve  U@0@2 H0LB :`2@ftreemeg attrib  tz^cone surface  U@$@2 i^eP,@? ?@ ellipse curve  U@$@ i^eP,@? ftreemeg attrib  tz^plane surface  \@0@2??  vertex   %ellipse curve  dd&`[@$@ i^?eP,@? straight curve   ܴ[@:7>(@2  coedge   &     coedge     '   coedge        edge  (2   ) tangent ellipse curve  dd&`[@$@'i^@eP,@?  vertex   *straight curve  ^@@2?  coedge  &   '  straight curve  ^@@;f;f  point  I<^@$ 3 @ edge  }3@ !Iă;@  + unknown  coedge    & ,   vertex   -straight curve  dd&`[@0@2? :`2 H0LB@straight curve  I<\@$LA!@;f?;f  point  U@0@ point   ܴ[@:7>(@ coedge     ,   edge  (T}3@ }ϲ-@  . unknown  vertex  ' /straight curve  2 2xp\@pof;|,@2 H0LB :`2@ point  ^@@straight curve  T@0@?  edge  !-DT!ٿ ("-DT!? & 0 unknown  point  dd&`[@0@straight curve  \@0@;f?;f  point  2 2xp\@pof;|,@ellipse curve  dd&`[@$@ i^@eP,@?  End-of-ACIS-dataNF$???2@? tACIS BinaryFile MegaCAD 2015 unfold  ACIS 25.0 NTSat Mar 14 18:35:53 2015?ư>|= 44YG2JZ6E9AB9T37FPT4876ETT7PBRG7UCBVMFCPX6A4CGAQUX884 body    lump    shell     face      ftreemeg attrib  tz^ face    loop   cone surface  2 2x`Z@I,@';f;f?k&??lv? ?@ ftreemeg attrib  tz^ face       loop    cone surface  V@$@( ./Alv@lv? ?@  coedge       ftreemeg attrib  tz^ face       loop   cone surface  l?T@& 3@(;f;f濪k&?lv? ?@  coedge       coedge   !   coedge   " #   coedge  $ %  &  edge  '-DT! (-DT!?  ) unknown ftreemeg attrib  tz^ face * + ,  -  loop  .  sphere surface  U@$@(@X}ؿI2k??  coedge  / 0 1 2   coedge  3  4 5  coedge   3 6 7  coedge  8 9   ,  edge  : ;-DT!?  < tangent  coedge    8 =   coedge  > ?  ! @  edge  APkfF@ 'c92@ B tangent  coedge  6 C  # D  edge  (c92 ;NkfF " E tangent  coedge  F  C G &  coedge   H > I &  loop  % J  vertex   K vertex   Lellipse curve  2 2x]@L$?';f;f???lv? ftreemeg attrib  tz^ face M N @  O  loop    sphere surface  dd&`[@$@'@X}?I2k??  coedge  P Q R S   coedge  R  T U   coedge   R V W   coedge  X Y  2 Z  edge  [ -DT! \-DT!? 1 ] unknown  coedge    P ^  coedge  _ `  5 a  edge  b@&Af :I1@ 4 c tangent  coedge  T "  7 D  edge  ;I1 d@&Af@ 6 e tangent  coedge  9   = ,  coedge   8 f g ,  vertex  h i vertex  # jellipse curve  dd&`[@$@( ./A@?  edge  ; A-DT!?  k tangent  coedge  l % I @  coedge  l m n @  loop  +  vertex  g ostraight curve  I @  coedge  f ? n  edge  2 A ? tangent  point   ܴ[@:7>(@' coedge  C D  face  J D   coedge  F &  coedge  F t  edge   u@ s unknown  vertex  straight curve  Z@$.;f;f濩k&  coedge  H &  coedge  H y  edge   z@ H unknown  vertex  I straight curve  I<^@$ 3 @2 ftreemeg attrib  Jtz^ face   plane surface  @]@2;f?;f ftreemeg attrib  Ntz^ face  a   loop  f N cone surface  dd&`[@$@2? i^?eP,@? ?@  coedge  Q  edge  ,-DT!ٿ b -DT!? tangent  vertex  ellipse curve  U@$@(;f;f濪k&lvlv@?  coedge  p T Y D straight curve  l?T@& 3@.;f;f濪k&  coedge  V  coedge  V X  loop  V straight curve  gf÷S@$LA!@(;f?;f?k&<  coedge  X Z  edge  \@ 2@ X unknown  coedge  Y Z  edge  > [  Y unknown  face  Z   point  lR@L$?. point  gfgR@* 3 @(ellipse curve  U@$@(? ./A<?  coedge  ` _ a  coedge  f _ h  coedge  `  edge  2 b ` tangent  point  U@*@( point  U@$@.ellipse curve  dd&`[@$@'i^?eP,@?  vertex  straight curve  dd&`[@*@2?  coedge  x l  edge  $L z|ϲ@ unknown  coedge  m  vertex  straight curve   ܴ[@:7>(@2  coedge  s p  edge  u`E  unknown ftreemeg attrib  qtz^plane surface  Q@@. ./A< ./A  coedge  w r &  coedge  r  edge   Ȼ3gs? r unknown  coedge  s  loop  }  vertex  straight curve  @]@2?  point  @]@- coedge  w  edge  @ 2@ w unknown  coedge  x  loop   vertex  straight curve  ^@@;f;f  point  I<^@$ 3 @ftreemeg attrib  }tz^ face   plane surface  @S@2 ftreemeg attrib  tz^ face   plane surface  \@*@2??  coedge   loop  ellipse curve  U@$@(i^eP,@?  edge  @ 2@ tangent  point  54#KT@:7>(@( coedge   face  q   coedge  Z  coedge   edge  8@ =@ unknown  vertex  straight curve  gfgR@& 3 @2?  coedge   Z  coedge   edge   @  unknown  vertex  straight curve  Q@@.;f;f?k& ftreemeg attrib  tz^ face    plane surface  Q@@2;f;f?  coedge    edge  Iă; }3  unknown  coedge     vertex  straight curve  U@*@2  edge  -DT!ٿ -DT!?  unknown  point  dd&`[@*@ coedge  straight curve  I<\@$LA!@;f?;f  point   ܴ[@:7>(@straight curve  R@. ./A  coedge     edge  -DT! -DT!?  unknown  coedge   coedge      loop    vertex   straight curve  @]@2;f?;f?  edge   D@  unknown  point  @]@2 coedge      coedge    loop    vertex  straight curve  ^@@2?  coedge      edge  T}3@ }ϲ-@  unknown  point  ^@@ftreemeg attrib  tz^ face       loop  cone surface  2 2x`Z@I,@';f;f?k&@@lv? ?@ ftreemeg attrib  tz^cone surface  U@$@2 i^eP,@? ?@  vertex   straight curve  54#KT@:7>(@2?  coedge    edge  J#O3t9 L /* ! unknown ftreemeg attrib  tz^plane surface  gfU@$L+@2;f;f??  coedge  " # Z  coedge  $ % &  edge  '@ 2@ ( unknown  coedge  ) $ *  vertex  +straight curve  @S@;f;f?  point  gfgR@& 3 @ coedge  ,   edge  - @ =@ . unknown  vertex   /straight curve  @S@2?  point  @S@.ftreemeg attrib  tz^plane surface  \@0@??  coedge   straight curve  \@*@?  edge  -DT!ٿ -DT!?  0 unknown  point  U@*@ellipse curve  dd&`[@$@ i^?eP,@?  coedge  1   coedge  1  ellipse curve  2 2x]@L$?';f;f?@@lv?  coedge  , 2 3  edge  c92 4NkfF 5 tangent  face 6  7  point  2 2x]@L$?2straight curve  @S@2?  coedge  8 9  edge  :PkfF@ c92@ ; tangent  face < =  >  point  ^@@' coedge  ) ? @  coedge  8 A  B  edge  C-DT!ٿ "-DT!? D unknown  vertex  Estraight curve  \@0@;f?;f ftreemeg attrib  tz^ face F G H  I  loop  J cone surface  V@$@( ./Alv@lv? ?@  point  54#KT@:7>(@straight curve  hfV@ed&`5@;f?;f?  coedge  K L # H  edge  --DT! '-DT!? 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R tangent  coedge  S  O T   coedge   S G U   vertex  & V vertex   Wintcurve curve   surfintcur nubs$zAU&@7HUc-B=V@(t%@L-׽&hV@پ/%@j?H-Qn)V@.p$@xNE-魗0V@$@ν- P>V@5Th>$@a=T.DV@2*4#@`.g JV@u&#@fj-=Ό>? cone@U@@(@? ?@ coneV@$@( ./Alv@lv? @ nullbs nullbs    rgb_colorst attrib   ?integer_attrib name_attribgen attrib  X   BohrsetPosftreemeg attrib  Y tz^ face Z [ @  \  loop  ] ^  cone surface  @[@@ 1<?@? ;f?;f?@  loop  _   coedge  3 3 _ `   coedge  5  a b   coedge   4 c d   coedge  e f  7 g  edge  hװ@ i#Z}_%@ 6 j unknown  coedge  ;  k l  coedge  H m  : I  edge  nc92 BaÆ' 9 o tangent  coedge   8 p q  coedge  r s  = t  edge  A:yF? u-DT!?  v tangent  coedge  E  s w @  coedge   E H x @  loop  y ? /  vertex  = z vertex  {intcurve curve   surfintcur nubsCT&n@a2@ Ɖ!@h #@*vmLz%@7(@-/*@vX,@:}0;.@{D/@LfE0@'0@ .:I1@71@h5g2@ 3@3@MF4@Rﾸ4@da5@l8Ё/[@4'@^-%E[@28?(@ ږ-ۈy\[@I('@wI^-9}[@q'@/`, [@Sgj'@$",lC[@'@*_z ,r[@ƍ&@Z!+evU\@=&@'ёQe+l~x\@K%@XE+@rѓ2\@fsď$@VE+z=@\@-$@(ёQe+иRX\@"@Y!+Ob\@d:"@*_z ,yLr\@Xo @$",#r"zx\@#ϙ4C @*`,?E\@q@wI^-V\@,W_@ ږ- [\@|O@- }\@D@^~4-+gz\@5Up5@ ]&-^Jr{w\@Gԫ~@L-[-q\@@ֱ17.vxOn\@g\@F5@e e2,T3?2\@Q3/" @r@I,\i,\@NA: @I?&}+. \@cxP @|5H+Ra\@緯 @P E*\@q @0䋊*qTHh\@UŅ @V) \@&O @ ](BvL \@1M@5j(BvL \@1M@>'sv \@Gc @Z#uT'Y* \@CYZ, @=&a5|?? cone@[@@(@? ?@ cone2 2x`Z@I,@';f;f?k&??lv? @ nullbs nullbs    coedge  $ ! | }   coedge  ? > ! F @  edge  JU@ ~WɌ%@ !  unknown  coedge  " ( U I  coedge  " 9 ? x I  loop  G  vertex  # straight curve  V@$@. ./A  coedge  $ M  edge  Q@&Af I1@ L tangent  coedge  % P  coedge  % ' T P  loop  O  vertex  ellipse curve  U@$@(? ./A<?  coedge  ( '   edge  ]v~ @ )|@ O unknown  edge  *ޞ& n۬@ G unknown  point  U@i0f'@jI, point  @V@#@. rgb_colorst attrib  - ?integer_attrib name_attribgen attrib  .  BohrsetPosftreemeg attrib  / tz^ face   cone surface  @[@@/<?@? ?@  loop    coedge  0  coedge  _ _ 3 ` 2  edge   -DT!@ _ unknown  coedge  4 b  edge  -DT!? h|&/? a unknown  coedge  5 d  edge  il0#@ ^8U)zj@ c unknown  coedge  6 g  coedge  6 g  loop  6  vertex  7  vertex  intcurve curve   surfintcur nubs>w@ ̦1*`<,U@/ %#@yZ-2feU@ť#@Z28tFT@dWc#@$U1ff`T@p#@e331Dڄ^T@z"@817BfT@L@"@ kL1ET@A!@ kL1T@-3!@81,@ AT@ @e3314ӣT@TVY% @$U1FGT@5ϕII@Z2^[T@v9t>@yZ-2~T@A*@>a2f1h}SYT@rYi"@mؼ1yT@P+F,@ 1(cUuT@l4@q`1\:DyT@N;"P@S1_[2AT@y b@@"1y:T@C@4413SкT@Z};. @`q0 RT@.H` @2i0HPT@ig8@pŃ^0aST@Nm@Ɖ40zT@\v@nϟ/B3-T@'yF!@9e!te/]T@ceU?BSh /P,? cone@U@@ 1<?@? ;f?;f?@ conel?T@& 3@(;f;f濪k&@lv? ?@ nullbs nullbs    coedge  8 l  edge  -DT! n-DT!? k unknown  coedge  9 I  vertex  l straight curve  2 2x`Z@I,@.;f;f?k&  coedge  ; q  edge  uPkfF@ c92@ p tangent  coedge  | < t  coedge  < | > w t  loop  s  vertex  ellipse curve  dd&`[@$@';f?;f濪k&<?  edge  ~Y9哽j@ AΥ@ s unknown  edge  BE;? J =G@ H unknown  loop  /  point  PN[@e'@>H, point   50t\@b@. coedge  s r D } t  edge   ~RD$@4"-b{hZ@m%@x)-LdZ@KU&@5-h̡Z@ {J"=&@x[-BxbZ@VBxZ'@zu,Dx0Z@6\U'@!6 ,[@*?,'@_ m,Pg~([@(@*x,DT[@(@)x,Bi[@o 0'@,s:MQ~[@]'@.`d,q<Ό>? cone@[@@(@? ?@ coneV@$@( ./Alv@lv? @ nullbs nullbs    coedge  G I  face  I   point  @Z@$@. coedge  L  coedge  L  loop  L  vertex  straight curve  V@*@(? ./A<  coedge  O N P  coedge  N  edge  ,-DT!ٿ Q -DT!? tangent  face  P   point  U@*@( coedge  S  edge  hT@ Xް)@ unknown  vertex  intcurve curve   surfintcur nubs1y ?1y ?s~Y?dx?fEh@Gr@@E @yX۬@Z@r"@ᕇ @|̄z@sW*@؉@"$;$ @rm @.)!@;# "@x@-fT@8KY%@2&;jdT@#cF%@eNM' 0cT@<%@J$h ' 0cT@<%@0|B(=g4cT@G?B%@6½(TXfT@W%@t$ )~UhT@M!h%@2!O)b[nT@ސ%@Q)~SIrT@0\`%@P *zzT@k%@ 1 y*hT@7ѕ5%@@$)*FLT@п`6&@1d +2uyT@@&Y&@~Y=+$ yT@b;1&@ue+i,#]T@<ܶ\&@VGX+n{T@$!j(J'@Ri,xb cT@ cJ'@[z4:=B,T@{.XD'@~,ET@-ׄ'4'@tnL,U@'@tnL,G~l+U@Gl_'@~,1SMU@DT(@Yz4:=B, gZ^U@"'@Pi,ΰ=atU@۲'@VGX+NN}U@~l'@ue+G8U@{3'@~Y=+hNU@FpY'@1d +X1U@?'@L$)*~HU@Cz'@ 1 y*Jm9U@j|]'@ P *ꨱU@p H-P'@Q)CU@09'@B!O)J|!xU@/'@+t$ )hU@ Y"'@;½(@U@-E\'@0|B(@U@-E\'@J$h '_(wlU@ŭ-o%'@eNM'VD9U@@m0'@2&|'([@? cone@U@@(@? ?@ sphereU@$@(X}ؿI2k?? nullbs nullbs    vertex  ellipse curve  @U@@. ./A<@?  rgb_colorst attrib  Y ?integer_attrib name_attribgen attrib  Z / BohrsetPosftreemeg attrib  [tz^ face    loop  [ plane surface  Q@@2 ./A< ./A  coedge  ]  coedge  ^ 0  coedge  ^ 0  coedge  ^  edge  װ@ "Z}_%@ unknown  vertex  ` ellipse curve  @U@@0<?@?  coedge  a f  coedge  a  loop  a  vertex  ellipse curve  @U@@2 ./A?@?  coedge  c  coedge  c e  loop  c ellipse curve  @U@@2 ./A?@?  coedge  e g  edge  i ~ϲ@ tangent  coedge  f g  edge  $L h2r tangent  face  g   point  ߛU@#@2 point   |T@6B&F@2 coedge  k m  coedge  k    loop   vertex  l ellipse curve  2 2x]@L$?';f;f???lv?  coedge  m   I  edge  nك2/  H,  unknown  point  2 2x]@L$?. coedge   p   coedge  p     loop  p  straight curve  I(@'intcurve curve   surfintcur nubsg1y ?g1y ?s~Y?Dx?YEh@Gr@@觭E @lX۬@Z@d"@ᕇ @p̄z@sW*@؉@$;$ @nm @.)!@;# "@pZ@@m0'@2&׈Z@ĭ-o%'@eNM'8Z@-E\'@J$h '8Z@-E\'@0|B()M&Z@ Y"'@7½(OއZ@/'@t$ )R=EZ@09'@.!O)WN[dZ@n H-P'@Q)@Z@j|]'@P *(EZ@Cz'@ 1 y*WFZ@?'@B$)*QXZ@FpY'@1d +KWHZ@{3'@~Y=+<K[@~l'@ue+1Ož* [@۲'@VGX+~o![@"'@Oi,tά`T2[@DT(@Uz4:=B,?T[@Gl_'@~,P"f[@'@tnL,Ey&[@.ׄ'4'@tnL,]o3[@|.XD'@~,Q[@ cJ'@[z4:=B,2[@'!j(J'@Oi,ܢ [@<ܶ\&@VGX+J[@c;1&@ue+ΊhZ[@@&Y&@~Y=+w[@ҿ`6&@1d +tU\@:ѕ5%@J$)*dN?E\@k%@ 1 y*H \@0\`%@P *w"G\@ސ%@Q)dp\@M!h%@?!O)*﫧8\@W%@&t$ )\@G?B%@8½(c\@<%@0|B(c\@<%@J$h 'iV\@#cF%@eNM'\@8KY%@2&%([@? cone@[@@(@? ?@ spheredd&`[@$@'X}?I2k?? nullbs nullbs   ellipse curve  @[@@. ./A<@?  coedge  y ellipse curve  dd&`[@$@( ./A@?  point  dd&`[@i0f'@jI, coedge    I  coedge    edge  (z? ϲ@  tangent ftreemeg attrib  tz^ face     plane surface  Q@@. ./A< ./A  coedge     coedge     edge  @ 2@  tangent  coedge    edge  2 Q  tangent  face    !  point  dd&`[@*@( coedge  "  edge  9 *V9 .k? # tangent  coedge   $ %  loop    vertex  % &ellipse curve  U@$@(i^eP,@? ftreemeg attrib  tz^sphere surface  U@$@(@X}ؿI2k??  loop  intcurve curve   surfintcur nubshį1?hį1?C'Z?z)@k"@8+) @N @'8vT@1M@5j(x kuT@&O @ ](`pT@|UŅ @V)YX.mT@q @4䋊*@ }dT@緯 @T E**5_T@hxP @5H+|}T@XO@}@$-7T@gH, point  -/ T@b@- rgb_colorst attrib  /?ftreemeg attrib  tz^ face '  (  coedge  ) *  edge  + +-DT!@ , unknown  coedge  -  edge  .-DT!? n+plu@ / unknown  edge  3? .-DT!? 0 unknown  coedge  1 * 2  coedge  3 - 4  loop  5  vertex  6 vertex  2 7intcurve curve   surfintcur nubs@c?@c?p'@@c@ @p'@?@@c@>w@H` @2i0ͬ\(/[@t};. @bq0ĕ[@H>C@641 R[@ m3@{{^61>e[@`"R@]Ӗn1z [@a2f17e[@9t>@xZ-2}[@>ϕII@Z2j,\[@XVY% @$U1Կ[@ @e331N4[@-3!@81h`[@A!@ kL1v<Ƚ[@O@"@ kL1%{[@"@810[@p#@e331 6[@gWc#@$U1\d[@ť#@Z2՟JS[@/ %#@yZ-2DogJC[@a2$@>̦1n\,? cone@[@@ 1<?@? ;f?;f?@ cone2 2x`Z@I,@';f;f?k&@@lv? ?@ nullbs nullbs    point  V@@0 coedge  8 9  edge  @ @&Af@ : tangent  point  @U@$@2 coedge  ; 9  edge  .@1 @ : tangent  coedge  < = >  face ? @   coedge  A B g  coedge  = C D  edge  -DT! E-DT!? F unknown  vertex  > Gstraight curve  l?T@& 3@2;f;f濪k& z x6 n(6@ coedge  H I J  edge  K[A9 -DT!? L tangent  vertex  Mftreemeg attrib  tz^ face N O J  P cone surface  l?T@& 3@(;f;f濪k&@lv? ?@  coedge  Q R S  coedge  T U V  edge  W2  X unknown  point  I<^@, 3 @' coedge  Y R  Z  edge  `E [  \ unknown  vertex   ]straight curve  Z@$.;f;f濩k&  coedge  ^ _  coedge      edge  `2 u a tangent  face b c  d  loop  c ellipse curve  dd&`[@$@'i^?eP,@? ftreemeg attrib  tz^sphere surface  dd&`[@$@'@X}?I2k??  coedge  e f  D  edge  [>    g unknown  coedge  " e h  vertex  h istraight curve  l?T@& 3@.;f;f濪k& ftreemeg attrib  tz^ face j 5 Z  k plane surface  @]@2;f?;f  coedge  l m  n  edge  Iă; }3  o unknown  coedge   l p   vertex  p qstraight curve  dd&`[@*@2?  coedge  m r  vertex   sstraight curve  U@*@2 ftreemeg attrib  tz^ face t u  v plane surface  \@*@2??  coedge   w x ellipse curve  U@$@(;f;f濪k&lvlv@?  coedge  y w % z  edge  @ {2@ $ | tangent  point  54#KT@:7>(@(ftreemeg attrib  tz^cone surface  l?T@& 3@(;f;f濪k&?lv? ?@  coedge  * ; }  coedge  ) 2  vertex  ~ellipse curve  @[@@0<?@?  coedge   4  vertex  ellipse curve  @[@@2 ./A?@? ellipse curve  @[@@2 ./A?@?  coedge      edge  d\1 NkfF *  tangent  coedge      edge  c92 Q5" -  tangent  face      point  Q#[@7B&F@2 point   dnd[@#@2 coedge   I  9  loop    straight curve  V@$@2 ./A C^]8 ᇼ+@ coedge   ) } 9  coedge      coedge  f > D  edge   @ =@ =  unknown ftreemeg attrib  tz^ face   D    coedge    B   edge  E|ϲ K$L@ A  tangent  coedge     D  loop   @  vertex   ellipse curve  lR@L$?(;f?;f?@lv?  point  lR@L$?2 coedge  I   J  coedge  H 8  J  loop   vertex   ellipse curve  U@$@(;f;f濪k&lvlv@? [A9 -DT!? point  U@$@2ftreemeg attrib  tz^ face      sphere surface  U@$@(@X}ؿI2k??  coedge      coedge    S Z  edge   @ R  unknown  coedge       coedge   ^  V n  edge   W@   unknown  vertex   straight curve  I<^@$ 3 @2  coedge    f  Z  loop     vertex   straight curve  R@. ./A  point  @]@- coedge  U l  _ n  edge  `$L W|ϲ@ ^  unknown  vertex  _ straight curve   ܴ[@:7>(@2 ftreemeg attrib  tz^ face     plane surface  I<^@* 3 @2;f?;f?  coedge     h D  coedge   = Y  D straight curve  Q@@.;f;f?k&  edge   -DT! -DT!? e  unknown  point  lR@L$?.ftreemeg attrib  tz^plane surface  @S@2  coedge  ^   p n  coedge     r n  loop  ^  straight curve  \@*@?  edge  -DT!ٿ `-DT!? l  unknown  point  dd&`[@*@ edge  {-DT!ٿ -DT!? m  unknown  point  U@*@ftreemeg attrib  tz^ face  z   cone surface  U@$@2 i^eP,@? ?@  coedge  $  " x z  edge  ϲ $L@ w  tangent  coedge   $   z  loop  w u  vertex  r straight curve  54#KT@:7>(@2?  edge  I1 .@1 ) : tangent  point  \@@0 coedge  < - Q   point  @[@$@2 coedge  3 1    coedge    1    edge   -DT!? 1  tangent  vertex  2 straight curve  2 2x`Z@I,@2;f;f?k& }m@ \(@ coedge  T Q 3   edge  -DT! -DT!?   unknown  vertex  4 ftreemeg attrib  5tz^ face  9   cone surface  2 2x`Z@I,@';f;f?k&@@lv? ?@  coedge   8   9  edge   -DT!? 8  tangent  coedge  ;    9  coedge  R Y <  Z  edge   D@   unknown  vertex  > straight curve  Q@@2;f?;f ftreemeg attrib  @tz^ face  n   plane surface  Q@@2;f;f?  coedge   A C    coedge  A      loop  A  straight curve  0S@%@(;f?;f?k&< n(6 z x6@ coedge  C    D  edge  E@ 2@   unknown  coedge   e   D  point  Q@@( coedge    H    edge  K-DT!ٿ  -DT!?   tangent  edge  K@ 2@   tangent  point  lT@qof;|,@(ftreemeg attrib  Otz^ face       loop   O sphere surface  dd&`[@$@'@X}?I2k??  edge   Ȼ3gs? Q  unknown  vertex   straight curve  @]@2?  coedge    T    edge  @ 2@ T  unknown  coedge   U   n  vertex   straight curve  ^@@;f;f  point  I<^@$ 3 @ edge   [@ f  unknown  point  @S@.straight curve  I<\@$LA!@;f?;f  point   ܴ[@:7>(@ftreemeg attrib  ctz^cone surface  dd&`[@$@2? i^?eP,@? ?@  vertex  h ellipse curve  lR@L$?(;f?;f??lv?  coedge  m  y  n ellipse curve  dd&`[@$@ i^?eP,@? ellipse curve  U@$@ i^eP,@? ftreemeg attrib  utz^plane surface  gfU@$L+@2;f;f??  coedge  w y   z straight curve  gf÷S@$LA!@(;f?;f?k&<  edge  J#O3t9 {L /*   unknown  point  54#KT@:7>(@ coedge        edge  PkfF@ c92@   tangent  coedge        coedge        vertex   ellipse curve  dd&`[@$@';f?;f濪k&<?  -DT!? point  dd&`[@$@2 vertex   ellipse curve  2 2x]@L$?';f;f?@@lv?  point  2 2x]@L$?2ftreemeg attrib  tz^cone surface  V@$@( ./Alv@lv? ?@  coedge        edge  @&Af I1@   tangent  vertex   ellipse curve  U@$@(? ./A<?  -DT!? edge   -DT!?   tangent straight curve  @S@2?  point  @S@2ftreemeg attrib  tz^plane surface  \@0@??  coedge        coedge        face      coedge      n  edge  8@ =@   unknown  vertex   straight curve  Q@@2?  edge  @ 2@   unknown  coedge        loop    ellipse curve  U@$@(i^eP,@?  vertex   straight curve  lT@qof;|,@2? :`2 H0LB@ftreemeg attrib  tz^ face       loop    plane surface  ^@@2;f?;f? straight curve  @]@2;f?;f?  point  @]@2 coedge       straight curve  ^@@2?  coedge      n  edge  T}3@ }ϲ-@   unknown  point  ^@@straight curve  @S@2?  point  gfgR@* 3 @( vertex   straight curve  hfV@ed&`5@;f?;f?  coedge       straight curve  p[@@2@';f?;f濪k&< \( }m@@ coedge        edge   -DT!ٿ 2-DT!?   tangent  point  2 2xp\@pof;|,@' point  ^@@' coedge        coedge        loop     vertex   straight curve  V@0@(? ./A< ᇼ+ C^]8@ point  U@0@(ellipse curve  dd&`[@$@( ./A@?  -DT!? coedge      n  edge   Y(@   unknown  coedge       ftreemeg attrib  tz^plane surface  T@0@2;f;f?? straight curve  @S@;f;f?  point  Q@@straight curve  gfgR@& 3 @2?  edge  2    tangent  face       edge  "-DT!ٿ -DT!?  ! unknown  point  lT@pof;|,@ftreemeg attrib  tz^ face "    #  loop    cone surface  dd&`[@$@2? i^@eP,@? ?@  coedge     $ n  coedge        edge  %-DT!ٿ "-DT!?  & unknown  vertex   'straight curve  \@0@;f?;f  point  gfgR@& 3 @ coedge        edge  2   ( tangent  coedge       ellipse curve  dd&`[@$@'i^@eP,@?  coedge     $   edge  @ %2@  ) tangent  point  dd&`[@0@( coedge      n straight curve  Q@@;f?;f?  vertex  $ *straight curve  U@0@2 H0LB :`2@ftreemeg attrib  tz^cone surface  U@$@2 i^eP,@? ?@ ellipse curve  U@$@ i^eP,@? ftreemeg attrib  tz^plane surface  \@0@2??  edge  }3@ %Iă;@  + unknown  vertex   ,ellipse curve  dd&`[@$@ i^@eP,@?  point  2 2xp\@pof;|,@straight curve  2 2xp\@pof;|,@2 H0LB :`2@straight curve  dd&`[@0@2? :`2 H0LB@ point  U@0@straight curve  T@0@?  point  dd&`[@0@ End-of-ACIS-data$@U@D2@U@K"A@?@'$@[@D2@[@K"A@?@($^@@R@@?@)